Group theory
Basic notions Subgroup Normal subgroup Quotient group Group homomorphism (Semi-)direct product group homomorphisms, kernel, image, direct sum, wreath product, simple, finite, infinite, continuous, multiplicative, additive, cyclic, abelian, dihedral, nilpotent, solvable, List of group theory topics Glossary of group theory
Finite groups Classification of finite simple groups Cyclic group Zn Symmetric group Sn Dihedral group Dn Alternating group An Mathieu groups M11, M12, M22, M23, M24 Conway groups Co1, Co2, Co3 Janko groups J1, J2, J3, J4 Fischer groups F22, F23, F24 Baby Monster group B Monster group M
Discrete groups and lattices Integers Z Lattice Modular groups PSL(2,Z), SL(2,Z)
Topological and Lie groups Solenoid Circle General linear GL(n) Special linear SL(n) Orthogonal O(n) Special orthogonal SO(n) Unitary U(n) Special unitary SU(n) Symplectic Sp(n) G2 · F4 · E6 · E7 · E8 Lorentz Poincaré Conformal Diffeomorphism Loop Infinite dimensional Lie group O(∞), SU(∞), Sp(∞)
Algebraic groups Elliptic curve Linear algebraic group Abelian variety
v t e

In mathematics and abstract algebra, group theory studies the algebraic structures known as groups. The concept of a group is central to abstract algebra: other well-known algebraic structures, such as rings, fields, and vector spaces can all be seen as groups endowed with additional operations and axioms. Groups recur throughout mathematics, and the methods of group theory have strongly influenced many parts of algebra. Linear algebraic groups and Lie groups are two branches of group theory that have experienced tremendous advances and have become subject areas in their own right.

Various physical systems, such as crystals and the hydrogen atom, can be modelled by symmetry groups. Thus group theory and the closely related representation theory have many applications in physics and chemistry.

One of the most important mathematical achievements of the 20th century^[1] was the collaborative effort, taking up more than 10,000 journal pages and mostly published between 1960 and 1980, that culminated in a complete classification of finite simple groups.

History[link]

Group theory has three main historical sources: number theory, the theory of algebraic equations, and geometry. The number-theoretic strand was begun by Leonhard Euler, and developed by Gauss's work on modular arithmetic and additive and multiplicative groups related to quadratic fields. Early results about permutation groups were obtained by Lagrange, Ruffini, and Abel in their quest for general solutions of polynomial equations of high degree. Évariste Galois coined the term "group" and established a connection, now known as Galois theory, between the nascent theory of groups and field theory. In geometry, groups first became important in projective geometry and, later, non-Euclidean geometry. Felix Klein's Erlangen program proclaimed group theory to be the organizing principle of geometry.

Galois, in the 1830s, was the first to employ groups to determine the solvability of polynomial equations. Arthur Cayley and Augustin Louis Cauchy pushed these investigations further by creating the theory of permutation group. The second historical source for groups stems from geometrical situations. In an attempt to come to grips with possible geometries (such as euclidean, hyperbolic or projective geometry) using group theory, Felix Klein initiated the Erlangen programme. Sophus Lie, in 1884, started using groups (now called Lie groups) attached to analytic problems. Thirdly, groups were (first implicitly and later explicitly) used in algebraic number theory.

The different scope of these early sources resulted in different notions of groups. The theory of groups was unified starting around 1880. Since then, the impact of group theory has been ever growing, giving rise to the birth of abstract algebra in the early 20th century, representation theory, and many more influential spin-off domains. The classification of finite simple groups is a vast body of work from the mid 20th century, classifying all the finite simple groups.

Main classes of groups[link]

The range of groups being considered has gradually expanded from finite permutation groups and special examples of matrix groups to abstract groups that may be specified through a presentation by generators and relations.

Permutation groups[link]

The first class of groups to undergo a systematic study was permutation groups. Given any set X and a collection G of bijections of X into itself (known as permutations) that is closed under compositions and inverses, G is a group acting on X. If X consists of n elements and G consists of all permutations, G is the symmetric group S_n; in general, any permutation group G is a subgroup of the symmetric group of X. An early construction due to Cayley exhibited any group as a permutation group, acting on itself (X = G) by means of the left regular representation.

In many cases, the structure of a permutation group can be studied using the properties of its action on the corresponding set. For example, in this way one proves that for n ≥ 5, the alternating group A_n is simple, i.e. does not admit any proper normal subgroups. This fact plays a key role in the impossibility of solving a general algebraic equation of degree n ≥ 5 in radicals.

Matrix groups[link]

The next important class of groups is given by matrix groups, or linear groups. Here G is a set consisting of invertible matrices of given order n over a field K that is closed under the products and inverses. Such a group acts on the n-dimensional vector space Kⁿ by linear transformations. This action makes matrix groups conceptually similar to permutation groups, and the geometry of the action may be usefully exploited to establish properties of the group G.

Transformation groups[link]

Permutation groups and matrix groups are special cases of transformation groups: groups that act on a certain space X preserving its inherent structure. In the case of permutation groups, X is a set; for matrix groups, X is a vector space. The concept of a transformation group is closely related with the concept of a symmetry group: transformation groups frequently consist of all transformations that preserve a certain structure.

The theory of transformation groups forms a bridge connecting group theory with differential geometry. A long line of research, originating with Lie and Klein, considers group actions on manifolds by homeomorphisms or diffeomorphisms. The groups themselves may be discrete or continuous.

Abstract groups[link]

Most groups considered in the first stage of the development of group theory were "concrete", having been realized through numbers, permutations, or matrices. It was not until the late nineteenth century that the idea of an abstract group as a set with operations satisfying a certain system of axioms began to take hold. A typical way of specifying an abstract group is through a presentation by generators and relations,

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A significant source of abstract groups is given by the construction of a factor group, or quotient group, G/H, of a group G by a normal subgroup H. Class groups of algebraic number fields were among the earliest examples of factor groups, of much interest in number theory. If a group G is a permutation group on a set X, the factor group G/H is no longer acting on X; but the idea of an abstract group permits one not to worry about this discrepancy.

The change of perspective from concrete to abstract groups makes it natural to consider properties of groups that are independent of a particular realization, or in modern language, invariant under isomorphism, as well as the classes of group with a given such property: finite groups, periodic groups, simple groups, solvable groups, and so on. Rather than exploring properties of an individual group, one seeks to establish results that apply to a whole class of groups. The new paradigm was of paramount importance for the development of mathematics: it foreshadowed the creation of abstract algebra in the works of Hilbert, Emil Artin, Emmy Noether, and mathematicians of their school.

Topological and algebraic groups[link]

An important elaboration of the concept of a group occurs if G is endowed with additional structure, notably, of a topological space, differentiable manifold, or algebraic variety. If the group operations m (multiplication) and i (inversion),

Failed to parse (Missing texvc executable; please see math/README to configure.): m: G\times G\to G, (g,h)\mapsto gh, \quad i:G\to G, g\mapsto g^{-1},

are compatible with this structure, i.e. are continuous, smooth or regular (in the sense of algebraic geometry) maps then G becomes a topological group, a Lie group, or an algebraic group.^[2]

The presence of extra structure relates these types of groups with other mathematical disciplines and means that more tools are available in their study. Topological groups form a natural domain for abstract harmonic analysis, whereas Lie groups (frequently realized as transformation groups) are the mainstays of differential geometry and unitary representation theory. Certain classification questions that cannot be solved in general can be approached and resolved for special subclasses of groups. Thus, compact connected Lie groups have been completely classified. There is a fruitful relation between infinite abstract groups and topological groups: whenever a group Γ can be realized as a lattice in a topological group G, the geometry and analysis pertaining to G yield important results about Γ. A comparatively recent trend in the theory of finite groups exploits their connections with compact topological groups (profinite groups): for example, a single p-adic analytic group G has a family of quotients which are finite p-groups of various orders, and properties of G translate into the properties of its finite quotients.

Combinatorial and geometric group theory[link]

Groups can be described in different ways. Finite groups can be described by writing down the group table consisting of all possible multiplications g • h. A more important way of defining a group is by generators and relations, also called the presentation of a group. Given any set F of generators {g_i}_{i ∈ I}, the free group generated by F surjects onto the group G. The kernel of this map is called subgroup of relations, generated by some subset D. The presentation is usually denoted by 〈F | D 〉. For example, the group Z = 〈a | 〉 can be generated by one element a (equal to +1 or −1) and no relations, because n·1 never equals 0 unless n is zero. A string consisting of generator symbols and their inverses is called a word.

Combinatorial group theory studies groups from the perspective of generators and relations.^[3] It is particularly useful where finiteness assumptions are satisfied, for example finitely generated groups, or finitely presented groups (i.e. in addition the relations are finite). The area makes use of the connection of graphs via their fundamental groups. For example, one can show that every subgroup of a free group is free.

There are several natural questions arising from giving a group by its presentation. The word problem asks whether two words are effectively the same group element. By relating the problem to Turing machines, one can show that there is in general no algorithm solving this task. Another, generally harder, algorithmically insoluble problem is the group isomorphism problem, which asks whether two groups given by different presentations are actually isomorphic. For example the additive group Z of integers can also be presented by

〈x, y | xyxyx = e〉;

it may not be obvious that these groups are isomorphic.^[4]

The Cayley graph of 〈 x, y ∣ 〉, the free group of rank 2.

Geometric group theory attacks these problems from a geometric viewpoint, either by viewing groups as geometric objects, or by finding suitable geometric objects a group acts on.^[5] The first idea is made precise by means of the Cayley graph, whose vertices correspond to group elements and edges correspond to right multiplication in the group. Given two elements, one constructs the word metric given by the length of the minimal path between the elements. A theorem of Milnor and Svarc then says that given a group G acting in a reasonable manner on a metric space X, for example a compact manifold, then G is quasi-isometric (i.e. looks similar from the far) to the space X.

Representation of groups[link]

Saying that a group G acts on a set X means that every element defines a bijective map on a set in a way compatible with the group structure. When X has more structure, it is useful to restrict this notion further: a representation of G on a vector space V is a group homomorphism:

ρ : G → GL(V),

where GL(V) consists of the invertible linear transformations of V. In other words, to every group element g is assigned an automorphism ρ(g) such that ρ(g) ∘ ρ(h) = ρ(gh) for any h in G.

This definition can be understood in two directions, both of which give rise to whole new domains of mathematics.^[6] On the one hand, it may yield new information about the group G: often, the group operation in G is abstractly given, but via ρ, it corresponds to the multiplication of matrices, which is very explicit.^[7] On the other hand, given a well-understood group acting on a complicated object, this simplifies the study of the object in question. For example, if G is finite, it is known that V above decomposes into irreducible parts. These parts in turn are much more easily manageable than the whole V (via Schur's lemma).

Given a group G, representation theory then asks what representations of G exist. There are several settings, and the employed methods and obtained results are rather different in every case: representation theory of finite groups and representations of Lie groups are two main subdomains of the theory. The totality of representations is governed by the group's characters. For example, Fourier polynomials can be interpreted as the characters of U(1), the group of complex numbers of absolute value 1, acting on the L²-space of periodic functions.

Connection of groups and symmetry[link]

Given a structured object X of any sort, a symmetry is a mapping of the object onto itself which preserves the structure. This occurs in many cases, for example

1. If X is a set with no additional structure, a symmetry is a bijective map from the set to itself, giving rise to permutation groups.
2. If the object X is a set of points in the plane with its metric structure or any other metric space, a symmetry is a bijection of the set to itself which preserves the distance between each pair of points (an isometry). The corresponding group is called isometry group of X.
3. If instead angles are preserved, one speaks of conformal maps. Conformal maps give rise to Kleinian groups, for example.
4. Symmetries are not restricted to geometrical objects, but include algebraic objects as well. For instance, the equation

Failed to parse (Missing texvc executable; please see math/README to configure.): x^2-3=0

has the two solutions Failed to parse (Missing texvc executable; please see math/README to configure.): +\sqrt{3}

, and Failed to parse (Missing texvc executable; please see math/README to configure.): -\sqrt{3} . In this case, the group that exchanges the two roots is the Galois group belonging to the equation. Every polynomial equation in one variable has a Galois group, that is a certain permutation group on its roots.

The axioms of a group formalize the essential aspects of symmetry. Symmetries form a group: they are closed because if you take a symmetry of an object, and then apply another symmetry, the result will still be a symmetry. The identity keeping the object fixed is always a symmetry of an object. Existence of inverses is guaranteed by undoing the symmetry and the associativity comes from the fact that symmetries are functions on a space, and composition of functions are associative.

Frucht's theorem says that every group is the symmetry group of some graph. So every abstract group is actually the symmetries of some explicit object.

The saying of "preserving the structure" of an object can be made precise by working in a category. Maps preserving the structure are then the morphisms, and the symmetry group is the automorphism group of the object in question.

Applications of group theory[link]

Applications of group theory abound. Almost all structures in abstract algebra are special cases of groups. Rings, for example, can be viewed as abelian groups (corresponding to addition) together with a second operation (corresponding to multiplication). Therefore group theoretic arguments underlie large parts of the theory of those entities.

Galois theory uses groups to describe the symmetries of the roots of a polynomial (or more precisely the automorphisms of the algebras generated by these roots). The fundamental theorem of Galois theory provides a link between algebraic field extensions and group theory. It gives an effective criterion for the solvability of polynomial equations in terms of the solvability of the corresponding Galois group. For example, S₅, the symmetric group in 5 elements, is not solvable which implies that the general quintic equation cannot be solved by radicals in the way equations of lower degree can. The theory, being one of the historical roots of group theory, is still fruitfully applied to yield new results in areas such as class field theory.

Algebraic topology is another domain which prominently associates groups to the objects the theory is interested in. There, groups are used to describe certain invariants of topological spaces. They are called "invariants" because they are defined in such a way that they do not change if the space is subjected to some deformation. For example, the fundamental group "counts" how many paths in the space are essentially different. The Poincaré conjecture, proved in 2002/2003 by Grigori Perelman is a prominent application of this idea. The influence is not unidirectional, though. For example, algebraic topology makes use of Eilenberg–MacLane spaces which are spaces with prescribed homotopy groups. Similarly algebraic K-theory stakes in a crucial way on classifying spaces of groups. Finally, the name of the torsion subgroup of an infinite group shows the legacy of topology in group theory.

A torus. Its abelian group structure is induced from the map C → C/Z+τZ, where τ is a parameter.

The cyclic group Z₂₆ underlies Caesar's cipher.

Algebraic geometry and cryptography likewise uses group theory in many ways. Abelian varieties have been introduced above. The presence of the group operation yields additional information which makes these varieties particularly accessible. They also often serve as a test for new conjectures.^[8] The one-dimensional case, namely elliptic curves is studied in particular detail. They are both theoretically and practically intriguing.^[9] Very large groups of prime order constructed in Elliptic-Curve Cryptography serve for public key cryptography. Cryptographical methods of this kind benefit from the flexibility of the geometric objects, hence their group structures, together with the complicated structure of these groups, which make the discrete logarithm very hard to calculate. One of the earliest encryption protocols, Caesar's cipher, may also be interpreted as a (very easy) group operation. In another direction, toric varieties are algebraic varieties acted on by a torus. Toroidal embeddings have recently led to advances in algebraic geometry, in particular resolution of singularities.^[10]

Algebraic number theory is a special case of group theory, thereby following the rules of the latter. For example, Euler's product formula

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captures the fact that any integer decomposes in a unique way into primes. The failure of this statement for more general rings gives rise to class groups and regular primes, which feature in Kummer's treatment of Fermat's Last Theorem.

• The concept of the Lie group (named after mathematician Sophus Lie) is important in the study of differential equations and manifolds; they describe the symmetries of continuous geometric and analytical structures. Analysis on these and other groups is called harmonic analysis. Haar measures, that is integrals invariant under the translation in a Lie group, are used for pattern recognition and other image processing techniques.^[11]

• In combinatorics, the notion of permutation group and the concept of group action are often used to simplify the counting of a set of objects; see in particular Burnside's lemma.

The circle of fifths may be endowed with a cyclic group structure

• The presence of the 12-periodicity in the circle of fifths yields applications of elementary group theory in musical set theory.

• In physics, groups are important because they describe the symmetries which the laws of physics seem to obey. According to Noether's theorem, every symmetry of a physical system corresponds to a conservation law of the system. Physicists are very interested in group representations, especially of Lie groups, since these representations often point the way to the "possible" physical theories. Examples of the use of groups in physics include the Standard Model, gauge theory, the Lorentz group, and the Poincaré group.

• In chemistry and materials science, groups are used to classify crystal structures, regular polyhedra, and the symmetries of molecules. The assigned point groups can then be used to determine physical properties (such as polarity and chirality), spectroscopic properties (particularly useful for Raman spectroscopy and infrared spectroscopy), and to construct molecular orbitals.

See also[link]

• Group (mathematics)
• Glossary of group theory
• List of group theory topics

Notes[link]

1. ^ * Elwes, Richard, "An enormous theorem: the classification of finite simple groups," Plus Magazine, Issue 41, December 2006.
2. ^ This process of imposing extra structure has been formalized through the notion of a group object in a suitable category. Thus Lie groups are group objects in the category of differentiable manifolds and affine algebraic groups are group objects in the category of affine algebraic varieties.
3. ^ Schupp & Lyndon 2001
4. ^ Writing z = xy, one has G = 〈z, y | z³ = y〉 = 〈z〉.
5. ^ La Harpe 2000
6. ^ Such as group cohomology or equivariant K-theory.
7. ^ In particular, if the representation is faithful.
8. ^ For example the Hodge conjecture (in certain cases).
9. ^ See the Birch-Swinnerton-Dyer conjecture, one of the millennium problems
10. ^ Abramovich, Dan; Karu, Kalle; Matsuki, Kenji; Wlodarczyk, Jaroslaw (2002), "Torification and factorization of birational maps", Journal of the American Mathematical Society 15 (3): 531–572, DOI:10.1090/S0894-0347-02-00396-X, MR1896232 
11. ^ Lenz, Reiner (1990), Group theoretical methods in image processing, Lecture Notes in Computer Science, 413, Berlin, New York: Springer-Verlag, DOI:10.1007/3-540-52290-5, ISBN 978-0-387-52290-6, http://webstaff.itn.liu.se/~reile/LNCS413/index.htm 

References[link]

• Borel, Armand (1991), Linear algebraic groups, Graduate Texts in Mathematics, 126 (2nd ed.), Berlin, New York: Springer-Verlag, ISBN 978-0-387-97370-8, MR1102012 
• Carter, Nathan C. (2009), Visual group theory, Classroom Resource Materials Series, Mathematical Association of America, ISBN 978-0-88385-757-1, MR2504193, http://web.bentley.edu/empl/c/ncarter/vgt/ 
• Cannon, John J. (1969), "Computers in group theory: A survey", Communications of the Association for Computing Machinery 12: 3–12, DOI:10.1145/362835.362837, MR0290613 
• Frucht, R. (1939), "Herstellung von Graphen mit vorgegebener abstrakter Gruppe", Compositio Mathematica 6: 239–50, ISSN 0010-437X, http://www.numdam.org/numdam-bin/fitem?id=CM_1939__6__239_0 
• Golubitsky, Martin; Stewart, Ian (2006), "Nonlinear dynamics of networks: the groupoid formalism", Bull. Amer. Math. Soc. (N.S.) 43 (03): 305–364, DOI:10.1090/S0273-0979-06-01108-6, MR2223010  Shows the advantage of generalising from group to groupoid.
• Judson, Thomas W. (1997), Abstract Algebra: Theory and Applications, http://abstract.ups.edu  An introductory undergraduate text in the spirit of texts by Gallian or Herstein, covering groups, rings, integral domains, fields and Galois theory. Free downloadable PDF with open-source GFDL license.
• Kleiner, Israel (1986), "The evolution of group theory: a brief survey", Mathematics Magazine 59 (4): 195–215, DOI:10.2307/2690312, ISSN 0025-570X, JSTOR 2690312, MR863090 
• La Harpe, Pierre de (2000), Topics in geometric group theory, University of Chicago Press, ISBN 978-0-226-31721-2 
• Livio, M. (2005), The Equation That Couldn't Be Solved: How Mathematical Genius Discovered the Language of Symmetry, Simon & Schuster, ISBN 0-7432-5820-7  Conveys the practical value of group theory by explaining how it points to symmetries in physics and other sciences.
• Mumford, David (1970), Abelian varieties, Oxford University Press, ISBN 978-0-19-560528-0, OCLC 138290 
• Ronan M., 2006. Symmetry and the Monster. Oxford University Press. ISBN 0-19-280722-6. For lay readers. Describes the quest to find the basic building blocks for finite groups.
• Rotman, Joseph (1994), An introduction to the theory of groups, New York: Springer-Verlag, ISBN 0-387-94285-8  A standard contemporary reference.
• Schupp, Paul E.; Lyndon, Roger C. (2001), Combinatorial group theory, Berlin, New York: Springer-Verlag, ISBN 978-3-540-41158-1 
• Scott, W. R. (1987) [1964], Group Theory, New York: Dover, ISBN 0-486-65377-3  Inexpensive and fairly readable, but somewhat dated in emphasis, style, and notation.
• Shatz, Stephen S. (1972), Profinite groups, arithmetic, and geometry, Princeton University Press, ISBN 978-0-691-08017-8, MR0347778 
• Weibel, Charles A. (1994), An introduction to homological algebra, Cambridge Studies in Advanced Mathematics, 38, Cambridge University Press, ISBN 978-0-521-55987-4, OCLC 36131259, MR1269324 

External links[link]

• History of the abstract group concept
• Higher dimensional group theory This presents a view of group theory as level one of a theory which extends in all dimensions, and has applications in homotopy theory and to higher dimensional nonabelian methods for local-to-global problems.
• Plus teacher and student package: Group Theory This package brings together all the articles on group theory from Plus, the online mathematics magazine produced by the Millennium Mathematics Project at the University of Cambridge, exploring applications and recent breakthroughs, and giving explicit definitions and examples of groups.
• US Naval Academy group theory guide A general introduction to group theory with exercises written by Tony Gaglione.

Jesse Ventura
38th Governor of Minnesota
In office January 8, 1999 – January 6, 2003
Lieutenant	Mae Schunk
Preceded by	Arne Carlson
Succeeded by	Tim Pawlenty
Mayor of Brooklyn Park, Minnesota
In office 1991–1995
Personal details
Born	James George Janos (1951-07-15) July 15, 1951 (age 60) Minneapolis, Minnesota
Political party	Reform Party (1999–2000) Independence Party of Minnesota (2000-present)
Spouse(s)	Terry Ventura
Children	Tyrel Ventura Jade Ventura
Profession	US Navy UDT Professional Wrestler Color commentator Actor Talk Show host Politician Author
Religion	None (atheist)[1]
Military service
Service/branch	United States Navy
Years of service	1969–1975
Rank	Storekeeper Third Class [2]
Unit	UDT 12 SEAL Team 1 (Reserve)[3]
Awards	National Defense Service Medal Vietnam Service Medal

James George Janos^[4] (born July 15, 1951), better known as Jesse Ventura, is an American statesman, actor, author, and former professional wrestler who served as the 38th Governor of Minnesota from 1999 to 2003.

Ventura served as a Navy UDT during the Vietnam War. He later embarked on an 11-year professional wrestling career from 1975 to 1986, taking up the stage name Jesse "The Body" Ventura. He had a long tenure in the World Wrestling Federation as a performer and color commentator, and was inducted into the company's Hall of Fame in 2004.^[4] After leaving wrestling, Ventura began a successful film career, appearing in films such as 1987's Predator.

Ventura first entered politics as Mayor of Brooklyn Park, Minnesota from 1991 to 1995. He ran as the Reform Party candidate in the Minnesota gubernatorial election of 1998, running a campaign centered on grassroots events and unusual ads that implored citizens not to "vote for politics as usual". The campaign was successful, and Ventura served from January 4, 1999, to January 6, 2003, without running for a second term.

After leaving office, Ventura became a visiting fellow at Harvard University's John F. Kennedy School of Government. He has also hosted a number of TV shows and has written several political books. Ventura currently lives in both Minnesota and Cabo San Lucas, Mexico.

Early life[link]

Ventura was born James George Janos on July 15, 1951^[5] in Minneapolis, the son of Bernice Martha (née Lenz) and George William Janos, both of whom were World War II veterans. Ventura has an older brother who served in Vietnam. His father's parents were from what is now Slovakia, and his mother was of German descent.^[6] Ventura has described himself as Slovak.^[7] Ventura was raised a Lutheran. Ventura (then still using his legal name of Janos) attended the now-closed Cooper Elementary School and graduated from Minneapolis' Roosevelt High School in 1969.

Navy career[link]

From September 11, 1969, to September 10, 1975, during the Vietnam War era, Ventura served in the United States Navy. Ventura graduated with BUD/S class 58 in December 1970^[8] and was part of Underwater Demolition Team 12^[9] and later as a reservist with SEAL Team 1.^[3]

Ventura has frequently referred to his military career in public statements and debates.^[10][11][12] He was criticized by hunters and conservationists for stating in an interview with the Minneapolis StarTribune in April 2001, "Until you have hunted men, you haven't hunted yet."^[12][13]

In January 2002, Ventura, who had never specifically claimed to have fought in Vietnam, disclosed for the first time that he did not see combat. He did not receive the Combat Action Ribbon, which was awarded to those involved in a firefight or who went on clandestine or special operations where the risk of enemy fire was great or expected. However, Ventura, who was stationed at Subic Bay in the Philippines, was awarded the Vietnam Service Medal, which was given to military personnel who took part in the contributions to the war effort in Vietnam.^[9]

Post Navy[link]

Near the end of his service in the Navy Ventura began to spend time with the "Dago" chapter of the outlaw motorcycle club the Mongols, in San Diego. He would ride onto Naval Base Coronado on his Harley-Davidson wearing his Mongol colors. According to Ventura he was a full-patch member of the club and even third in command of his chapter. While the club may have been involved in some criminal activity Ventura avoided any problems with the authorities.^[14][15][16]

In the fall of 1974, Ventura left the bike club to return to Minnesota. Shortly after his leaving, the Mongols entered into open warfare with their rivals the Hells Angels.^[14]

In Minnesota Ventura attended North Hennepin Community College in the mid-1970s.^[14] At the same time, he began weightlifting and wrestling. He was a bodyguard for The Rolling Stones for a short time before he ventured into professional wrestling and changed his name.^[17]

Professional wrestling career[link]

Early career[link]

He created the stage name Jesse "The Body" Ventura to go with the persona of a bully-ish beach bodybuilder, picking the name "Ventura" from a map as part of his "bleach blond from California" character.^[4] Ventura also picked the name Jesse, claiming he liked the name.^[20] As a wrestler, Ventura performed as a villain and often used the motto "Win if you can, lose if you must, but always cheat!" Much of his flamboyant persona was adapted from "Superstar" Billy Graham, a charismatic and popular performer during the 1970s and '80s.^[4][21] Years later, as a broadcaster, Ventura made a running joke out of it claiming that Graham stole all of his ring attire ideas from him.

Singles and tag team success[link]

In 1975, Ventura made his debut in the Central States territory, before moving to the Pacific Northwest, where he wrestled for promoter Don Owen as Jesse "The Great" Ventura.^[4][21] Sometime later, he adopted the more permanent nickname, "The Body". During his stay in Portland, Oregon, he had notable feuds with Dutch Savage and Jimmy Snuka and won the Pacific Northwest Wrestling title twice (once from each wrestler), and the tag team title five times (twice each with Bull Ramos and "Playboy" Buddy Rose, and once with Jerry Oates). He later moved to his hometown promotion, the American Wrestling Association in Minnesota, and began teaming with Adrian Adonis as the "East-West Connection" in 1979.^[19][21] The duo won the promotion's World Tag Team Championship on July 20, 1980 on a forfeit when Verne Gagne, one-half of the tag team champions along with Mad Dog Vachon, failed to show up for a title defense in Denver, Colorado.^[4] The duo held the belts for nearly a year, losing to "The High Flyers" (Greg Gagne and Jim Brunzell).^[4]

Retirement and commentary[link]

Shortly after losing the belts, the duo moved on to the World Wrestling Federation, where they were managed by "Classy" Freddie Blassie.^[4] Although the duo was unable to capture the World Tag Team Championship, both Adonis and Ventura became singles title contenders, each earning several title shots at World Heavyweight Champion Bob Backlund.^[4]

Ventura continued to wrestle until September 1984, when blood clots in his lungs ended his in-ring career. Ventura claimed the blood clots were a result of his exposure to Agent Orange during his time in Vietnam.^[4][22] Ventura did return to the ring in 1985 forming a tag-team with "Macho Man" Randy Savage & Savage's manager Miss Elizabeth. Often after their televised matches Ventura would taunt and challenge fellow commentator Bruno Sammartino but nothing ever came of this. He also participated in a six-man tag team match in December 1985 as he, Roddy Piper, and "Cowboy" Bob Orton defeated Hillbilly Jim, Uncle Elmer, and Cousin Luke in a match which was broadcast on Saturday Night's Main Event.^[4] After a failed comeback bid, he began to do color commentary on television for All-Star Wrestling (replacing Angelo Mosca) and later Superstars of Wrestling (initially alongside Vince McMahon and Sammartino, and with McMahon after Sammartino's departure from the WWF in 1988), hosted his own talk segment on the WWF's Superstars of Wrestling called "The Body Shop", and did color commentary on radio for a few National Football League teams (among them, the Minnesota Vikings and Tampa Bay Buccaneers).^[4] Ventura most notably co-hosted Saturday Night's Main Event with Vince McMahon and the first six WrestleManias (1985–1990) and most of the WWF's pay-per-views at the time with Gorilla Monsoon (the lone exception for Ventura being the first SummerSlam, in which Ventura served as the guest referee during the main event). Following a dispute with Vince McMahon over the use of his image for promoting a Sega product, McMahon—who had a contract with rival company Nintendo at the time—released Ventura from the company in August 1990.^[23]

In February 1992 at SuperBrawl II, Ventura joined World Championship Wrestling as a commentator. His professional wrestling commentary style was an extension of his wrestling persona, as he was partial to the villains, which was something new and different at the time,^[4] but would still occasionally give credit where it was due, praising the athleticism of Dynamite Kid and Randy Savage (who was championed by Ventura for years, even when he was a fan favorite). The lone exception to this rule was the WrestleMania VI match between Hulk Hogan and the Ultimate Warrior. Since they were both crowd favorites, Ventura took a neutral position in his commentary; even praising Hogan's display of sportsmanship at the end of the match when he handed over the WWF Championship to the Warrior after he lost the title. The praise of Hogan's action was unusual for Ventura because he regularly rooted against Hogan during his matches. Hogan and Ventura were, at one point, close friends.^[24] Ventura, however, abruptly ended the friendship after he discovered, during his lawsuit against Vince McMahon, that Hogan was the one who had told Vince about Ventura's attempt to form a labor union in 1984.^[24] Ventura was released by WCW President Eric Bishoff for allegedly falling asleep during a WCW Worldwide TV taping at Disney MGM Studios in July 1994, though its been speculated the move may have had more to do with Hulk Hogan's arrival shortly before.^[4]

Litigation[link]

In 1987, while negotiating his contract as a WWF commentator, Ventura waived his rights to royalties on videotape sales when he was falsely told that only feature performers received such royalties. In 1991, having discovered that other non-feature performers received royalties, Ventura brought an action for fraud, misappropriation of publicity rights, and quantum meruit in Minnesota state court against Titan Sports. Titan removed the case to federal court, and Ventura won an $801,333 jury verdict on the last claim. The judgment was affirmed on appeal, and the case,^[25] 65 F.3d 725 (8th Cir.1995), is an important result in the law of restitution.

Return to the World Wrestling Federation / Entertainment[link]

In mid-1999, Ventura reappeared on WWF television during his term as Governor of Minnesota, acting as the special guest referee for main event of SummerSlam held in Minneapolis.^[4] Ventura would continue his relationship with the WWF by performing commentary for Vince McMahon's short-lived XFL.^[4] On the March 20, 2003 episode of SmackDown!, Ventura appeared in a taped interview to talk about the match between McMahon and Hulk Hogan at WrestleMania XIX.^[4] Less than a year later, he would be inducted into the WWE Hall of Fame on March 13, 2004 and the following night at WrestleMania XX, he approached the ring to interview Donald Trump, who had a front row seat at the event.^[4] Trump affirmed that Ventura would receive his moral and financial support were he to ever reenter the world of politics. Alluding to the 2008 election, Ventura boldly announced that "In 2008, maybe we oughta put a wrestler in the White House". On the June 11, 2007 episode of Raw, Ventura appeared to give comments about Vince McMahon.^[4]

Ventura was guest host on the November 23, 2009 episode of Raw during which he retained his villainous persona by siding with the number one contender, Sheamus over WWE Champion John Cena. This happened while he confronted Cena about how it was unfair that Cena always got a title shot in the WWE while Ventura didn't during his WWE career. After that Sheamus attacked Cena and put him through a table. Ventura then made the match a Table match at TLC: Tables, Ladders & Chairs. During the show, for the first time in nearly 20 years, Vince McMahon joined Ventura at ringside to provide match commentary together.

In wrestling[link]

• Finishing moves
  • Body Breaker^[4][18][26] (WWF) / Inverted bearhug^[26] (AWA)

• Nicknames
  • "The Great"^[4]
  • "The Body"^[4][18]
  • "The Governor"^[4]
  • "The Mind"^[4]

Championships and accomplishments[link]

• American Wrestling Association
  • AWA World Tag Team Championship (1 time) – with Adrian Adonis^[27]
• Cauliflower Alley Club
  • Iron Mike Mazurki Award (1999)
• Central States Wrestling
  • NWA World Tag Team Championship (Central States version) (1 time) – with Tank Patton^[28]
• Continental Wrestling Association
  • AWA Southern Heavyweight Championship (2 times)^[29]
• International Wrestling Institute and Museum
  • Frank Gotch Award (2003)
• NWA Hawaii
  • NWA Hawaii Tag Team Championship (1 time) – with Steve Strong^[30]
• Pacific Northwest Wrestling
  • NWA Pacific Northwest Heavyweight Championship 2 times)^[31]
  • NWA Pacific Northwest Tag Team Championship (5 times) – with Bull Ramos (2), Buddy Rose (2) and Jerry Oates (1)^[32]
• Pro Wrestling Illustrated
  • PWI ranked him #239 of the 500 best singles wrestlers during the "PWI Years" in 2003
  • PWI ranked him #67 of the 100 best tag teams of the "PWI Years" with Adrian Adonis

Political career[link]

Mayor of Brooklyn Park[link]

Following his departure from the WWF, Ventura took advice from a former high school teacher and ran for mayor of Brooklyn Park, Minnesota in 1990.^[33] Ventura defeated the city's 25-year incumbent mayor and served from 1991 to 1995.^[34]

Governor of Minnesota[link]

Ventura ran for Governor of Minnesota in 1998 as the nominee for the Reform Party of Minnesota (he later joined the Independence Party of Minnesota when the Reform Party broke from its association with the Reform Party of the United States of America). His campaign consisted of a combination of aggressive grassroots events and original television spots, designed by quirky adman Bill Hillsman, using the phrase "Don't vote for politics as usual." He spent considerably less than his opponents (about $300,000) and was a pioneer in his using the Internet as a medium of reaching out to voters in a political campaign.^[35]

He won the election in November 1998, narrowly (and unexpectedly) defeating the major-party candidates, St. Paul mayor Norm Coleman (Republican) and Minnesota Attorney General Hubert H. "Skip" Humphrey III (Democratic-Farmer-Labor). After his victory, bumper stickers and T-shirts bearing the slogan "My governor can beat up your governor" appeared in Minnesota. The nickname "Jesse 'The Mind'" (from a last-minute Hillsman ad featuring Ventura posing as Rodin's Thinker) began to resurface sarcastically in reference to his frequently controversial remarks. Ventura's old stage name "Jesse 'The Body'" (sometimes adapted to "Jesse 'The Governing Body'") also continued to appear with some regularity.

After a trade mission to China in 2002, he announced that he would not run for a second term.^[36] He accused the media of hounding him and his family for personal behavior and belief while neglecting coverage of important policy issues. Ventura later told a reporter for The Boston Globe that he would have run for a second term if he had been single, citing the media's effect on his family life.^[37]

Governor Ventura sparked media criticism when, nearing the end of his term, he suggested that he might resign from office early to allow his lieutenant governor, Mae Schunk, an opportunity to serve as governor. He further stated that he wanted her to be the state's first female governor and have her portrait painted and hung in the Capitol along with the other governors. Ventura quickly retreated from the comments, saying he was just floating an idea.^[38]

Political positions[link]

In political debates, Ventura often admitted that he had not formed an opinion on certain policy questions. Ventura frequently described himself as "fiscally conservative and socially liberal."^[39] He selected teacher Mae Schunk as his running mate.

Lacking a party base in the Minnesota House and Senate, Ventura's policy ambitions had little chance of being introduced as bills. Initially, the residents of Minnesota feared Ventura's vetoes would be overturned. He vetoed 45 bills in his first year, and only three of those vetoes were overridden. The reputation for having his vetoes overridden comes from his fourth and final year, where six of his nine vetoes were overturned.^[40] He vetoed a bill to require recitation of the Pledge of Allegiance in public schools.^[41] Nevertheless, Ventura was successful in several initiatives. One of the most notable was the rebate on sales tax. In each year of his administration, Minnesotans received a tax-free check in the late summer.^[42] The state was running a budget surplus at the time, and Ventura believed that the money should be returned to the public.

Later, he came to support a unicameral (one-house) legislature, property tax reform, gay rights, and abortion rights. In an interview on The Howard Stern Show, he affirmed his support of gay rights, including gay marriage and gays in the military, humorously stating he would've gladly served alongside homosexuals when he was in the Navy as they would've provided less competition for women.^[43] While funding public school education generously, he opposed the teachers' union, and did not have a high regard for the public funding of higher education institutions. Additionally, Ventura supported the use of medicinal marijuana,^[44] advocated a higher role for third parties in national politics, and favored the concept of instant-runoff voting. He also opposed the death penalty.

Ventura was elected on a Reform party ticket, but he never received support from Ross Perot's Texas faction. When the Reform party was taken over by Pat Buchanan supporters before the presidential elections of 2000, Ventura left the party in February 2000, referring to it as "hopelessly dysfunctional". However, he maintained close ties to the Independence Party of Minnesota, which also broke from the Reform party around the same time.

During the first part of his administration, Ventura strongly advocated for land-use reform and substantial mass transit improvements, such as light rail.^[45] He made the light rail project a priority, obtaining additional funding from the Minnesota state legislature to keep the project moving. The Hiawatha Line was completed in 2004.

During another trade mission to Cuba in the summer of 2002, he denounced the economic sanctions of the US against Cuba, stating that the sanctions affected the Cuban public more than it did its government.^[36]

Views on political parties[link]

Ventura, who ran on a Reform Party ticket and advocated for a greater role for third parties in American politics, is highly critical of both Democrats and Republicans. Ventura described both parties as "monsters that are out of control" who are concerned only with "their own agendas and their pork."^[46]

Despite being a supporter of third parties in the past and having voted for Ralph Nader in 2008 as a protest vote, Ventura has since declared he no longer supports the third party movement and advocates that all political parties, including third parties, be abolished. Feeling that the two-party system has corrupted the government, Ventura has expressed concern that if a third party became as successful as the Republicans and Democrats, it "will likewise have to corrupt itself. If you already have a two-headed monster, why would you need three?"^[47]

Wellstone memorial[link]

Ventura greatly disapproved of some of the actions that took place at the 2002 memorial for Senator Paul Wellstone, his family, and others who died in a plane crash on October 25, 2002. Ventura said, "I feel used. I feel violated and duped over the fact that the memorial ceremony turned into a political rally".^[48][49] He left halfway through the controversial speech made by Wellstone's best friend, Rick Kahn. Ventura had initially planned to appoint a Democrat to Wellstone's seat,^[50] but he instead appointed Dean Barkley to represent Minnesota in the Senate until Wellstone's term expired in January 2003.

Political criticisms[link]

After the legislature refused to increase spending for security, Ventura attracted criticism when he decided not to live in the governor's mansion during his tenure, choosing instead to shut it down and stay at his home in Maple Grove. Critics pointed to the loss of jobs for several working-class people at the mansion and the extra cost of reopening the mansion later.^[51]

In 1999, a group of disgruntled citizens petitioned to recall Governor Ventura, alleging, among other things, that "the use of state security personnel to protect the governor on a book promotion tour constituted illegal use of state property for personal gain." The petition was denied.^[52]

During his tenure as Governor, Ventura drew frequent fire from the press in the Twin Cities. He referred to reporters as "media jackals," a term that even appeared on the press passes required to enter the governor's press area.^[53] Shortly after Ventura's election as governor, author and humorist Garrison Keillor wrote a satirical book about the event, spoofing Ventura as "Jimmy (Big Boy) Valente," a self-aggrandizing former "Navy W.A.L.R.U.S. (Water Air Land Rising Up Suddenly)" turned professional wrestler turned politician. Initially, Ventura responded angrily to the satire, but later, in a conciliatory vein, said that Keillor "makes Minnesota proud".^[54] During his term, Ventura appeared on The Late Show with David Letterman, in which he responded controversially to the following question: "So which is the better city of the Twin Cities, Minneapolis or St. Paul?". Ventura responded, "Minneapolis. Those streets in St. Paul must have been designed by drunken Irishmen". He later apologized for the remark, adding that it was not intended to be taken seriously.^[55]

Political future[link]

While Ventura has not held public office since the end of his term as governor in 2003, he has remained politically active and has occasionally stated intentions of running again for political office. In an interview on CNN's The Situation Room on April 7, 2008, Ventura hinted that he was considering entering the race for the United States Senate seat then held by Norm Coleman, his Republican opponent in the 1998 Gubernatorial race.^[56] A poll commissioned by Twin Cities station Fox 9 put him at 24 percent, behind Al Franken at 32 percent and Norm Coleman at 39 percent in a hypothetical three-way race. However, Ventura announced on Larry King Live on July 14, 2008 that he would not run; Ventura's decision not to join the race was partly rooted from a fear of a potential lack of privacy for his family, a concern that contributed to his refusal to seek a second term as governor.^[57] Al Franken ended up winning the election as a candidate for the Minnesota Democratic–Farmer–Labor Party.

In his 1999 autobiography I Ain't Got Time to Bleed, Ventura stated he did not plan on running for the presidency but did not rule out such an idea.^[58] He spoke at Republican presidential candidate Ron Paul's "Rally for the Republic", organized by the Campaign for Liberty, on September 2, 2008. At the event, Ventura implied a possible future run at the U.S. Presidency. At the end of his speech, Ventura stated before a live audience that if America proves itself worthy, then "in 2012 we'll give them a race they'll never forget!" In 2011, Ventura expressed interest in running with Ron Paul for the 2012 presidential elections if the latter decided to run as an independent.^[59] On November 4, 2011, Ventura said at a press conference about the dismissal of his court case against the Transportation Security Administration for what he claims are illegal searches of air travelers, that he is "thinking about" running for President.^[60][61] There had been reports that officials from the Libertarian Party have tried to persuade Ventura to run for the presidency on a Libertarian ticket although the party chairman Mark Hinkle stated, "Jesse is more interested in 2016 than he is in 2012. But I think he’s serious. If Ron Paul ran as a Libertarian, I think he definitely would be interested in running as a vice presidential candidate. He’s thinking, ‘If I run as the vice presidential candidate under Ron Paul in 2012, I could run as a presidential candidate in 2016."^[62]

David Gewirtz of ZDNet wrote in a November 2011 article that he thinks Ventura would have a chance at winning, if he declared his intention at that point and ran a serious campaign, but that it would be a long shot.^[63]

On December 29, 2011, Ventura announced his support for Ron Paul on the Alex Jones Show for the 2012 Presidential Election as "the only anti-war candidate." ^[64]

Acting career[link]

Ventura acted in the 1987 movie Predator, whose cast included future California Governor Arnold Schwarzenegger and future Kentucky Gubernatorial candidate Sonny Landham.^[4] Ventura became close friends with Schwarzenegger during the production of Predator. He appeared in two episodes of Zorro filmed in Madrid, Spain, in 1991. He had a starring role in the 1990 sci-fi movie Abraxas, Guardian of the Universe, and supporting roles in The Running Man, Thunderground, Demolition Man, Repossessed, Ricochet, The Master of Disguise (in which he steals the Liberty Bell), and Batman & Robin – the first two and last of these also starring Schwarzenegger. Ventura also made a cameo appearance in Major League II, as "White Lightning". He also appeared as a self help guru (voice only) in The Ringer trying to turn Johnny Knoxville into a more confident worker. Ventura also had a cameo in The X-Files episode "Jose Chung's From Outer Space" as a Man in Black alongside fellow 'MiB' Alex Trebek. In 2008, Ventura filmed the independent comedy Woodshop, starring as a high school shop teacher named Mr. Madson. The film was released September 7, 2010.^[65]

Other media[link]

In 1989 Ventura co-hosted the four episodes of the DiC Entertainment children's program Record Breakers along with Gary Apple.^[66][67] In 1991, the pilot episode for "Tag Team", a television program about two ex-professional wrestlers turned police officers, starred Ventura and "Rowdy" Roddy Piper.^[68]

Between 1995 and his run for governor in 1998, Ventura had radio call-in shows on (KFAN 1130) and (KSTP 1500) in Minneapolis – Saint Paul. Jesse had a brief role on the television soap opera The Young and the Restless in 1999.

Ventura has been criticized^{[by whom?]} for privately profiting from his heightened popularity. He was hired as a television analyst for the failed XFL football enterprise, served as a referee at a World Wrestling Federation match, and published several books during his tenure as governor. On his weekly radio show, he often criticized the media for focusing on these deals rather than on his policy proposals.^[69]

Media parodies[link]

Ventura has been portrayed frequently by comedian James Adomian since 2009 on the popular Earwolf podcasts Comedy Bang Bang and Sklarbro Country, with the "Ventura" character uncovering a wide range of conspiracies. Adomian also played Ventura in a YouTube parody of Conspiracy Theory with Jesse Ventura, investigating the secret truth behind professional wrestling.

Post-gubernatorial life[link]

Jesse Ventura's America
250px Ventura on his MSNBC talk show, Jesse Ventura's America
Starring	Jesse Ventura
Production
Location(s)	Saint Paul, Minnesota,  United States
Broadcast
Original channel	MSNBC
Original run	October 4, 2003 – December 26, 2003

Ventura was succeeded in his office on January 6, 2003 by Republican Tim Pawlenty. He began a cable television show in October 2003, on MSNBC called Jesse Ventura's America. The show was broadcast once a week, on Saturdays, unlike many MSNBC shows which are on five nights a week (this show was originally planned for five nights a week as well, but MSNBC executives changed their minds). At the time of its airing, Jesse Ventura's America was the only national television show filmed in Minnesota. Among his guests were Charles Barkley, Gray Davis, Arianna Huffington, Rob Kampia, and Kathy McKee. However, the show was short-lived and ended on December 26, 2003, only a couple of months after the show began. Ventura later claimed that the show was cancelled because of his opposition to the Iraq War.^[70]

In 2004, Harvard graduate student and fellow Navy veteran Christopher Mora promoted the idea that the academic establishment had failed to reach out to citizens experienced in public service, but who did not fit the traditional idea of a politician. He successfully lobbied for the selection of Ventura, who started teaching a study group at Harvard University for the Spring 2004 semester as a visiting fellow at the Kennedy School of Government's Institute of Politics (IOP). His 90-minute study group focused on third party politics, campaign finance, the war on drugs, and other relevant political issues. Ventura scheduled multiple famous friends to appear for his seminars including Dean Barkley and Richard Marcinko.

On October 22, 2004, with Ventura by his side, former Maine Governor Angus King endorsed John Kerry for President at the Minnesota state capitol building. Ventura did not speak at the press conference. When prodded for a statement, Governor King responded, "He plans to vote for John Kerry, but he doesn't want to make a statement and subject himself to the tender mercies of the Minnesota press".^[71] Ventura went on to vote for Kerry.

In November 2004, an advertisement began airing in California featuring Ventura. In it, Ventura voices his opposition to Governor Arnold Schwarzenegger's policies regarding Native American casinos.^[72] Ventura served as an advisory board member for a group called Operation Truth, a non-profit organization set up "to give voice to troops who served in Iraq." “The current use of the National Guard is wrong....These are men who did not sign up to go occupy foreign nations”.^[73] Ventura also became critical of the War in Iraq, arguing that Iraq had no involvement in the 9/11 attacks. On The Big Idea with Donny Deutsch, Ventura compared the 2003 invasion of Iraq to a scenario of invading Korea in response to the attack on Pearl Harbor by Japan.

In August 2005, Ventura became the spokesperson for BetUS, an online Sportsbook.^[74] In 2005, Ventura repeatedly discussed leaving the United States. In September 2005, Ventura announced on The Mike Malloy Show that he was leaving the U.S. and planned to "have an adventure". In late October 2005, he went on The Big Idea with Donny Deutsch and reiterated that he was leaving the U.S. and moving to Mexico due to, among other things, censorship.

In September 2006, Ventura endorsed and campaigned with independent Texas gubernatorial candidate Kinky Friedman, and Independence Party of Minnesota's gubernatorial candidate Peter Hutchinson and Team Minnesota.

Bush/Cheney administration and torture[link]

In a May 11, 2009 interview with Larry King, Ventura twice stated that George W. Bush was the worst president of his lifetime, adding "President Obama inherited something I wouldn't wish on my worst enemy. You know? Two wars, an economy that's borderline depression."^[75] On the issue of waterboarding, Ventura added:

It's a good thing I'm not president because I would prosecute every person that was involved in that torture. I would prosecute the people that did it. I would prosecute the people that ordered it. Because torture is against the law. [King: And you were a Navy Seal] That's right and I was waterboarded...at SERE school, Survival Escape Resistance Evasion (sic). It was a required school you had to go to prior to going into the combat zone, which in my era was Vietnam. All of us had to go there. We were all in essence, every one of us was waterboarded. It is torture. [King: What was it like?] It's drowning. It gives you the complete sensation that you are drowning. It's no good, because you — I'll put it to you this way, you give me a water board, Dick Cheney and one hour, and I'll have him confess to the Sharon Tate murders. ... If it's done wrong, you certainly could drown. You could swallow your tongue. [It] could do a whole bunch of stuff to you. If it's done wrong or — it's torture, Larry. It's torture.^[76][77]

Ventura then stated that he had no respect for Dick Cheney because he is "a guy who got five deferments from the Vietnam War. Clearly, he's a coward. He wouldn't go when it was his time to go. And now he is a chickenhawk. Now he is this big tough guy who wants this hardcore policy. And he's the guy that sanctioned all this torture by calling it 'enhanced interrogation'."^[76] Ventura also expressed interest in being appointed ambassador to Cuba should U.S. relations with Cuba continue to improve.^[78] On a May 18, 2009 appearance on The View, Ventura asked Elisabeth Hasselbeck if waterboarding is acceptable, why were the Oklahoma City bombers, Timothy McVeigh and Terry Nichols, not waterboarded. "We only seem to waterboard Muslims."^[79] Comparing the waterboarding of detainees to the North Vietnamese torture of American P.O.W.s, Ventura asserted, "We created our own Hanoi Hilton in Guantánamo. That's our Hanoi Hilton."^[79] "'Enhanced interrogation' is Dick Cheney changing a word. Dick Cheney comes up with a new word to cover his ass."^[79] On May 20, 2009, Ventura appeared on Fox & Friends. When Brian Kilmeade told Ventura that he would stop supporting waterboarding when "they're dead", Ventura responded, "Really? Have you enlisted? Have you enlisted or are you just talking?... Go walk the walk, don't talk the talk."^[80]

Questions regarding 9/11[link]

In April and May 2008, Jesse Ventura, in several radio interviews for his new book, Don't Start the Revolution Without Me, expressed concerns about what he described as some of the unanswered questions of the September 11 attacks.^[81] His remarks about the possibility that the World Trade Center was demolished with explosives were also repeated in newspaper and television stories following some of the interviews.^[82]

Ventura was interviewed on the Alex Jones radio show on April 2, 2008^[83] where he said that he felt that many unanswered questions remain, and he believes that World Trade Center Building 7, which was not struck by a plane, collapsed on the afternoon of 9/11 in a manner which resembled a controlled demolition^[84] Ventura stated:

How could this building just implode into its own footprint five hours later? That's my first question. [...] The 9/11 Commission didn't even devote one page to that in their big volume of investigation.^[85]

He also states the Twin Towers appeared to be pulverized to dust, that they fell at virtually free-fall speed, and that no other massive steel-framed buildings had ever collapsed in this manner due to fire before.^[82]

On May 18, 2009, when asked by Sean Hannity of Fox News, how George W. Bush could have avoided the attacks of September 11, 2001, Ventura answered, "Well, you pay attention to memos on August 6th that tell you exactly what bin Laden's gonna do."^[86]

[edit] Conspiracy Theory with Jesse Ventura

In August 2009, it was announced that Ventura would host TruTV's new show Conspiracy Theory with Jesse Ventura.^[87] "Ventura will hunt down answers, plunging viewers into a world of secret meetings, midnight surveillance, shifty characters and dark forces," truTV said in a statement. On the program, which debuted on December 2, 2009, Ventura travels the country, investigating cases and getting input from believers and skeptics before passing judgment on a theory's validity.^[88] According to TruTV, the first episode drew 1.6 million viewers, a record for a new series on the network.^[89]

The second season of the series debuted in October 2010 and aired 8 episodes through December 2010.^[90] A third season is in the process of being made and will air sometime in 2012.^[91]

Books written by Ventura[link]

After leaving office in 2003, Ventura wrote a number of politically-themed books. In April 2008, a book authored by Ventura, titled Don't Start the Revolution Without Me, was released. In it, Ventura describes a hypothetical campaign in which he is a candidate for President of the United States in 2008, running as an independent. In an interview with the Associated Press at the time of the book's release, however, Ventura denied any plans for a presidential bid, stating that the scenario is only imaginary and not indicative of a "secret plan to run".^[92] On MinnPost.com, Ventura's agent, Steve Schwartz, describes the book thus: "[Ventura is revealing] why he left politics and discussing the disastrous war in Iraq, why he sees our two-party system as corrupt, and what Fidel Castro told him about who was really behind the assassination of President Kennedy."^[93]

American Conspiracies is a book Ventura wrote with Dick Russell, published by Skyhorse Publishing in 2010 which discusses conspiracy theories related to several notable events in United States history.

63 Documents the Government Doesn't Want You to Read was written by Ventura with Dick Russell and published in 2011. The book describes documents that Ventura claims the government does not want the public to be informed of, although he stated the documents were not stolen and were only on the public domain.

Ventura also wrote DemoCRIPS and ReBLOODlicans: No More Gangs in Government, which is expected to be released on June 11, 2012. The book expresses Ventura's opposition to the two-party system and calls for political parties to be abolished.^[94]

Lawsuit Against the TSA[link]

In January 2011, Jesse Ventura filed a lawsuit against the Transportation Security Administration for being subject to controversial pat-downs. Ventura, who received a titanium hip replacement in 2008 that sets off metal detectors at airport security checkpoints, has asserted that these pat-downs violate citizens' Fourth Amendment rights. Ventura's attorney has claimed that while he is not seeking any monetary compensation, Ventura wants an acknowledgment from the court that his rights were violated and that the TSA halt future pat-downs on him.^[95] Ventura stated that as a former politician and a military veteran and posing no threat, it is inappropriate for him to be subject to pat-downs. Since filing the lawsuit, Ventura has been flying privately.

The lawsuit was dismissed in November 2011 under the ruling that Ventura should have filed the lawsuit in the Court of Appeals.^[96] In related comments to the media following the lawsuit's dismissal, Ventura stated he believed America had become "fascist" for the secret ruling and subsequent mainstream media blackout. The former Governor said he would seek dual citizenship in both the United States and Mexico, having lived in Baja California Sur for a number of years. He also said he no longer felt patriotic and would raise a fist during the playing of the national anthem at public events. Ventura has declared he would no longer fly commercially and has repeatedly stated "I love my country, not my government" in post-press-release interviews. The ultimate outcome of the TSA constitutional matter remains undetermined, and Ventura has not stated whether he would continue his lawsuit.^[97]

Controversies[link]

Comments on religion[link]

In a Playboy interview, Ventura said, "Organized religion is a sham and a crutch for weak-minded people who need strength in numbers. It tells people to go out and stick their noses in other people's business. I live by the golden rule: Treat others as you'd want them to treat you. The religious right wants to tell people how to live." In his 1999 best-selling memoir I Ain't Got Time to Bleed, Ventura responded to the controversy sparked by these remarks by elaborating on his views concerning religion:

I’d like to clarify [my comments published in Playboy] about religious people being weak-minded. I didn’t mean all religious people. I don’t have any problem with the vast majority of religious folks. I count myself among them, more or less. But I believe because it makes sense to me, not because I think it can be proven. There are lots of people out there who think they know the truth about God and religion, but does anybody really know for sure? That’s why the Founding Fathers built freedom of religious belief into the structure of this nation, so that everybody could make up their minds for themselves. But I do have a problem with the people who think they have some right to try to impose their beliefs on others. I hate what the fundamentalist fanatics are doing to our country. It seems as though, if everybody doesn’t accept their version of reality, that somehow invalidates it for them. Everybody must believe the same things they do. That’s what I find weak and destructive."^[98]

Navy SEAL accusations[link]

Ventura often came under fire for allegations that he lied about being in the Navy SEALs. Bill Salisbury, an attorney in San Diego and a former Navy SEAL officer, accused Ventura of "pretending" to be a SEAL and wrote that Ventura would be blurring an important distinction by claiming to be a SEAL when he was actually a frogman with the UDT. Compared to SEAL Teams, UDTs saw less combat and took fewer casualties. Although Ventura underwent SEAL training, the UDTs merged with the SEALs in 1983, eight years after Ventura left the Navy.^{[10][99][100]} Following that, Governor Ventura's office confirmed that Ventura was a member of the UDTs. His spokesman stated that Ventura has never tried to convince people otherwise.^[10] Ventura stated: "Today we refer to all of us as SEALs; that's all it is," and dismissed the accusations of lying about being a SEAL as "[m]uch ado about nothing."^[100]

Opie and Anthony Incident[link]

The Opie and Anthony Show hosted Ventura on December 2, 2009. During the show, arguments erupted between co-host Jim Norton and Ventura regarding the use of the military overseas as well as the official account regarding September 11 attacks, which Ventura questioned the official account of, but stated on the show he did not necessarily believe the government was behind it. The debate evolved into a dispute over illegal immigration in which Ventura was arguing against what he claimed individuals are asked for their IDs by the Border Patrol deep within US borders in an effort to combat illegal immigration. Ventura argued that such a move violated the Constitution. After Norton disagreed with Ventura's statement and Ventura went on to accuse Norton for not believing in the Constitution, the two continued to argue and Ventura walked off the air. When Norton asked why Ventura was leaving, Ventura angrily replied, "There's a fucking guy here telling me I've got a schedule, asshole," to which Norton replied, "You're using dirty language, asshole." As Ventura left the room, Norton denounced some of Ventura's comments on Norton supposedly not supporting the Constitution, stating, "You put words in my mouth, and you didn't like it when I did it to you. You put words in my mouth saying I didn't believe in the Constitution and that's bullshit! It's not true. I don't agree with abusing it." Ventura then walked off from where the show was being held and Norton called Ventura a "fucking baby." The incident was recorded on camera and gained over a million hits since the video was posted in December 2009 on YouTube as of May 2012.^[101]

Tailgating allegations[link]

In December 2011 TMZ reported that Jesse Ventura was pulled over for tailgating another vehicle in the San Fernando Valley while on his way to the airport and that the police officers who pulled him over let him go with a warning.^[102] However, Ventura dismissed the rumors and one of his attorneys stated he had not been in California since July 15, 2011.^[103] Ventura also stated that he had not left Minnesota for over a month at the time the story was published and that he has refused to fly commercially since filing an unsuccessful lawsuit against the TSA earlier that year.^[104] Ventura warned that he was considering a lawsuit against TMZ over the article, which has since been taken off their website and he also denounced the rumors as a smear campaign against him.^[105]

Chris Kyle controversy[link]

In January 2012, Chris Kyle, a former Navy SEAL who had served in Iraq and had 160 confirmed kills and thus the deadliest marksman in US military history,^[106] promoted his recently released book American Sniper on the Opie and Anthony Show, the same radio show where Ventura got into a verbal acceleration with a host two years prior. When Kyle was on the air, a listener called in and asked about how Kyle alledgedly punched Ventura in a bar fight. After receiving the call, Gregg 'Opie' Hughes asked Kyle about the rumor. Kyle suggested that he punched Ventura in the face at a bar popular with Navy SEAL personnel in Coronado, California for loudly expressing criticism of the Iraq War back in 2006 during a wake for Michael A. Monsoor, a Medal of Honor recipient and Navy SEAL who had been killed in action in Iraq the same year. According to Kyle, Ventura, who was present in San Diego to give a speech to a graduating BUD/S class, was "bad-mouthing the war, bad-mouthing (former President) Bush, bad-mouthing America." Although Kyle, who wrote about the alleged incident in his book but did not mention Ventura by name, stated he asked Ventura to tone down his voice because the families of SEAL personnel were present, Ventura allegedly went on to say that the SEALs "deserved to lose a few guys", after which Kyle stated he punched Ventura in the face and then left the area because police were nearby.^{[107] [108]} After Kyle told what happened, Ventura was interviewed by radio host Alex Jones regarding what happened. During the interview, Ventura denied the rumors and claimed that he never met Kyle nor has he heard of him before. Ventura also stated that the bar, known as Mc P's, was owned by a former Navy SEAL who was his cadre instructor when in the military and that he would not misbehave at the bar. Because the rumors emerged as Ventura was travelling down to his second home in Mexico, Ventura felt that the story was released at that point so he would be unable to properly fight the allegations.^[109] Following this interview, Kyle called the Opie and Anthony Show to clarify what happened and urged witnesses who were present at the bar to come forward to back his claims. Alex Jones, who is also a friend of Ventura, also called and an argument erupted over the validity of the incident. During the argument between the Opie and Anthony hosts and both Jones and Kyle, Kyle offered to meet with Ventura to end the dispute.^[110]

Ventura, who stated in February 2012 that he would sue Kyle for defamation in court,^[111] posted a comment on his official Facebook page stating the following:

The event this man spoke of never happened. I have been to Mc P’s many times since leaving the Navy. I was never there alone. I was always accompanied by other people. If this happened 6 years ago, someone would have known of it before now. Certainly in the UDT/SEAL community it would have been known. This has to be news to all of us. I have always opposed the war in Iraq but I have never spoken or wished any ill will towards the soldiers. My heart aches that soldiers have died or been wounded because this war should never have taken place. I am perplexed over the agenda this man has and why a fellow Navy Seal would tell a lie about an event that never happened. Clearly between this story and the previous week’s story about supposedly getting pulled over for tailgaiting (sic) in CA that was also a lie, someone is out to destroy my credibility. I find it very interesting that both these stories are being spread by Fox news and it’s (sic) affiliates. As a Navy veteran you realize you can’t believe every sea story you hear. Let me finish by stating both of the recent two national stories about me are completely untrue lies, neither event ever happened. Sincerely, Jesse Ventura.^[112]

Personal life[link]

Family[link]

On July 18, 1975, three days after his twenty-fourth birthday, Ventura married his wife Terry.^[5] The couple have two children: a son, Tyrel,^[113] who is a film and television director and producer,^[114] and a daughter, Jade.^[113]

Ventura and his wife split their time living in both Minnesota and Cabo San Lucas, Mexico.^[115] Regarding his life in Mexico, Ventura said, "I live one hour from pavement and one hour from electricity,..." "I drive down and back every year and it's truly an adventure to live down there where I do, because I'm off the grid."^[116]

Steroid use[link]

During his wrestling days, Ventura used anabolic steroids. He admitted this after retiring from competition, and went on to make public service announcements and appear in printed ads and on posters warning young people about the potential dangers and potential health risks of abusing steroids.^[117]

Health problems[link]

In 2002, Ventura was hospitalized for a severe blood clot in his lungs, the same kind of injury that ended his wrestling career.^[118]

Religion[link]

In 1999, Ventura stated in an interview on NBC that he considered himself to be a Christian but does not believe he needs a church to attend.^[119] In April 2011, Ventura stated on Piers Morgan Tonight and the The Howard Stern Show, that he is an atheist and believes that his views could disqualify him for office in the future, stating that "I don't believe you can be an atheist and admit it and get elected in our country."^[1]

Ventura endorsed equal rights for religious minorities, as well as people who do not believe in God, by declaring July 4, 2002, "Indivisible Day". Ventura proclaimed October 13–19, 2002 as "Christian Heritage Week" in Minnesota.^[120][121]

Electoral history[link]

• 1998 election for Governor
  • Jesse Ventura (Ref.), 37%
  • Norm Coleman (R), 34%
  • Hubert H. Humphrey III (DFL), 28%

Books[link]

• I Ain't Got Time to Bleed: Reworking the Body Politic from the Bottom Up (May 1999) ISBN 978-0-375-50332-0
• Do I Stand Alone? Going to the Mat Against Political Pawns and Media Jackals (September 2000) ISBN 978-0-7434-0586-7
• Jesse Ventura Tells it Like it Is: America's Most Outspoken Governor Speaks Out About Government (September 2002, co-authored with Heron Marquez) ISBN 978-0-8225-0385-9
• Don't Start the Revolution Without Me! (March 2008, co-authored with Dick Russell) ISBN 978-1-60239-273-1
• American Conspiracies (March 2010, co-authored with Dick Russell) ISBN 978-1-60239-802-3
• 63 Documents the Government Doesn't Want You to Read (April 2011, co-authored with Dick Russell) ISBN 978-1-61608-226-0

Notes[link]

References[link]

• deFiebre, Conrad. "Record-high job approval for Ventura; Many Minnesotans like his style, don't mind moonlighting." Star Tribune 22 July 1999: 1A+.
• deFiebre, Conrad. "Using body language, Ventura backs Kerry." Star Tribune 23 October 2004: 1A+.
• Kahn, Joseph P. "The Body Politic." The Boston Globe 25 February 2004. Accessed April 28, 2004.
• Olson, Rochelle and Bob von Sternberg. "GOP demands equal time; Wellstone aide apologizes; Ventura upset." Minneapolis Star-Tribune 31 October 2002: 1A+.

External links[link]

• Jesse Ventura Official Website

	Biography portal
	Minnesota portal
	Professional wrestling portal
	United States Navy portal
	Politics portal

Wikiquote has a collection of quotations related to: Jesse Ventura

• WWE Hall of Fame Profile
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• Analysis of Jesse Ventura's Playboy interview by Aubrey Immelman
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• Election Of Bonapartist Figure Ventura In Minnesota Is Danger To Working People – article in The Militant 1998.
• Radiotapes.com Recordings of Jesse Ventura for Governor commercials from 1998 (scroll down to Misc Recordings).
• Larry King Live: Jesse Ventura^{[dead link]} CNN April 1, 2008
• "Jesse's back! New Ventura book 'Revolution' will cover political waterfront" from Minnpost.com
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