- published: 10 Jan 2015
- views: 505
Create your page here
-
remove the playlistGalois Connection
-
remove the playlistLongest Videos
- remove the playlistGalois Connection
- remove the playlistLongest Videos
back to playlist
At the top of the abstract algebra hill sits the Galois Correspondence theorem, which shows that every subfield of an algebraic extension corresponds one-to-one with a subgroup of its automorphism group. We explore the implications for the splitting field of t^3 -- 2.
- published: 25 Apr 2014
- views: 2518
Galois connection
In mathematics, especially in order theory, a Galois connection is a particular correspondence (typically) between two partially ordered sets (posets).The same notion can also be defined on preordered sets or classes; this article presents the common case of posets.
-Video is targeted to blind users
Attribution:
Article text available under CC-BY-SA
image source in video
https://www.youtube.com/watch?v=mL36-2IuaxQ
- published: 22 Jan 2016
- views: 30
Visual Group Theory, Lecture 6.4: Galois groups
The Galois group Gal(f(x)) of a polynomial f(x) is the automorphism group of its splitting field. The degree of a chain of field extensions satisfies a "tower law", analogous to the tower law for the index of a chain of subgroups. This hints at a deep connection between subfields of a splitting field and subgroups of its Galois group, which we will uncover soon. Also in this lecture, we learn how every finite degree extension of the rationals Q is "simple", which means that it is generated by a single element that we call a "primitive element".
Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html
- published: 18 Apr 2016
- views: 264
Event Link: meetup.com/NY-Haskell/events/126945882/
This talk will sketch some connections at the foundations of semantics (of programming languages, logics, formal systems in general). In various degrees of abbreviation, we will present Galois Connections, Lawvere Theories, adjoint functors and their relationship to syntax and semantics, and the core notion behind abstract interpretation. At each step we'll draw connections, trying to show why these are good tools to think with even as we're solving real world problems and building tools and libraries others will find simple and elegant to use.
http://www.logicmatters.net/resources/pdfs/Galois.pdf
https://www.dpmms.cam.ac.uk/~martin/Research/Publications/2007/hp07.pdf
http://www.tac.mta.ca/tac/reprints/articles/5/tr5abs.html
- published: 02 Sep 2013
- views: 321
http://alienspacesciencenews.wordpress.com/
http://theideagirlsays.wordpress.com/
http://victoriastaffordapsychicinvestigation.wordpress.com/
http://www.twitter.com/theideagirl
5g force ufo engine acceleration plasma formulas
part 284c3m1b7c8e13c9c6c1 of 100 videos there are more videos after this one i'll post all then update the #.
Math Equation Wow Seti 1977 radio signal alien
Wow SETI 1977 radio signal alien
11/111/1/1/14=0.0071
Google 0.0071
Google 11 111 1 1 14
Crystal atoms, ufo engine core structure formula's and ideas.
To do:
Cross ref several keywords found in formulas: bendable metal formula's in wow data, Super metal alloys, copper atoms, fuel formula mixtures
10 Jan 2013
Keyword zirconium atom from previous video:
Line 22f1fa19c3m1b7c8e13c9c6b Y Sakaguchi Quantum Electroluminescent Cell 5g WOW SETI
9 Jan 2013
This is the CORE structure design for the UFO
Space ship. Talking about what we can do with the obsidian sphere (glass formulas) would be added to this data. Bendable metal formula cross ref.
Formula ideas from data:
Cross Ref (any keyword found in WOW DATA) as to this Formula:
Metal super alloys (formulas in wow data) + copper atoms (formula's in wow data) + copper-centered, zirconium-centered clusters + bendable metal (crossref)
stabilize + glass + (obsidian sphere) + hematite + piezoelectric crystals lattice+ floroscopy?+
electrodes + particle collision formulas from wow + laser beams - x rays + microwaves + visible light + Blue Doppler Shift wave forms + cooled plasma + liquid argon gas fuel mixtures (wow data)
Keyword
icosahedral polyhedra
GOOGLE "Key number" from icosahedral numerical data:
0.9510565163
Keywords Pentagon (same shape as wow sketch for star charts) + Galois theory (both keywords found in wow data - cross ref to see what comes up)Field extension
Galois Connection
Subfields
Field Extension to Q
Formula from data in subfields field extension Q
On euclideanspace blog:
6equj5 + q = quantum transport + power + 6 is part of the equation = 6 quadrupole magnets.+ euclid math tetrahedron + triangle + rotation + cations
9 Jan 2013
My thoughts:
Crystal lattices are used in the UFO engine structure, so this Galois Connection + euclid math will be a math equation used with it.
Formula from data:
Connection + between + two (crystal + nanotube) lattices + structures + each element + itself + an algebra + euclid elements + math equations (each element has it's own equation)
Tetradehedron (BASE) + euclid element of UFO space engine
Designs for UFO CORE Engine idea:
Two lattices on top of tetrahedron
First is the carbon lattice nanotubes
Second is the crystal lattice fluoroscopy device
(all designs found in WOW DATA line 20-22+ others from cross ref)
Keyword
Euclid Tetrahedron 2 in next video..
http://www.nature.com/am/journal/2010/201004/full/am2010115a.html
http://www.euclideanspace.com/maths/discrete/groups/categorise/finite/galois/index.htm
- published: 13 Jan 2013
- views: 126
The connections between the Rubik's Cube, Evariste Galois, Group Theory and Algebra
- published: 10 Nov 2013
- views: 2790
Galois connection
In mathematics, especially in order theory, a Galois connection is a particular correspondence (typically) between two partially ordered sets (posets). The same notion can also be defined on preordered sets or classes; this article presents the common case of posets. Galois connections generalize the correspondence between subgroups and subfields investigated in Galois theory (named after the French mathematician Évariste Galois). They find applications in various mathematical theories.
A Galois connection is rather weak compared to an order isomorphism between the involved posets, but every Galois connection gives rise to an isomorphism of certain sub-posets, as will be explained below.
The literature contains two closely related notions of "Galois connection". In this article, we will distinguish between the two by referring to the first as (monotone) Galois connection and to the second as antitone Galois connection.
The term Galois correspondence is sometimes used to mean bijective Galois connection; this is simply an order isomorphism (or dual order isomorphism, dependently on whether we take monotone or antitone Galois connections).
This page contains text from Wikipedia, the Free Encyclopedia -
http://wn.com/Galois_connection
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
- Loading...
-
15:01#66 Galois Connections
#66 Galois Connections#66 Galois Connections
-
11:12#67 A Catalogue of Galois Connections
#67 A Catalogue of Galois Connections#67 A Catalogue of Galois Connections
-
88:3423.05.13 - Verification - Galois connections, transformers, global soundness
23.05.13 - Verification - Galois connections, transformers, global soundness23.05.13 - Verification - Galois connections, transformers, global soundness
-
18:03302.S9B: The Galois Correspondence
302.S9B: The Galois Correspondence302.S9B: The Galois Correspondence
At the top of the abstract algebra hill sits the Galois Correspondence theorem, which shows that every subfield of an algebraic extension corresponds one-to-one with a subgroup of its automorphism group. We explore the implications for the splitting field of t^3 -- 2. -
19:40Galois connection
Galois connectionGalois connection
Galois connection In mathematics, especially in order theory, a Galois connection is a particular correspondence (typically) between two partially ordered sets (posets).The same notion can also be defined on preordered sets or classes; this article presents the common case of posets. -Video is targeted to blind users Attribution: Article text available under CC-BY-SA image source in video https://www.youtube.com/watch?v=mL36-2IuaxQ -
0:33Evariste Galois Contributions and Galois Connection
Evariste Galois Contributions and Galois Connection -
34:13Visual Group Theory, Lecture 6.4: Galois groups
Visual Group Theory, Lecture 6.4: Galois groupsVisual Group Theory, Lecture 6.4: Galois groups
Visual Group Theory, Lecture 6.4: Galois groups The Galois group Gal(f(x)) of a polynomial f(x) is the automorphism group of its splitting field. The degree of a chain of field extensions satisfies a "tower law", analogous to the tower law for the index of a chain of subgroups. This hints at a deep connection between subfields of a splitting field and subgroups of its Galois group, which we will uncover soon. Also in this lecture, we learn how every finite degree extension of the rationals Q is "simple", which means that it is generated by a single element that we call a "primitive element". Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html -
54:15DSLs and Towers of Abstraction with Gershom Bazerman
DSLs and Towers of Abstraction with Gershom BazermanDSLs and Towers of Abstraction with Gershom Bazerman
Event Link: meetup.com/NY-Haskell/events/126945882/ This talk will sketch some connections at the foundations of semantics (of programming languages, logics, formal systems in general). In various degrees of abbreviation, we will present Galois Connections, Lawvere Theories, adjoint functors and their relationship to syntax and semantics, and the core notion behind abstract interpretation. At each step we'll draw connections, trying to show why these are good tools to think with even as we're solving real world problems and building tools and libraries others will find simple and elegant to use. http://www.logicmatters.net/resources/pdfs/Galois.pdf https://www.dpmms.cam.ac.uk/~martin/Research/Publications/2007/hp07.pdf http://www.tac.mta.ca/tac/reprints/articles/5/tr5abs.html -
12:07Line 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETI
Line 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETILine 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETI
http://alienspacesciencenews.wordpress.com/ http://theideagirlsays.wordpress.com/ http://victoriastaffordapsychicinvestigation.wordpress.com/ http://www.twitter.com/theideagirl 5g force ufo engine acceleration plasma formulas part 284c3m1b7c8e13c9c6c1 of 100 videos there are more videos after this one i'll post all then update the #. Math Equation Wow Seti 1977 radio signal alien Wow SETI 1977 radio signal alien 11/111/1/1/14=0.0071 Google 0.0071 Google 11 111 1 1 14 Crystal atoms, ufo engine core structure formula's and ideas. To do: Cross ref several keywords found in formulas: bendable metal formula's in wow data, Super metal alloys, copper atoms, fuel formula mixtures 10 Jan 2013 Keyword zirconium atom from previous video: Line 22f1fa19c3m1b7c8e13c9c6b Y Sakaguchi Quantum Electroluminescent Cell 5g WOW SETI 9 Jan 2013 This is the CORE structure design for the UFO Space ship. Talking about what we can do with the obsidian sphere (glass formulas) would be added to this data. Bendable metal formula cross ref. Formula ideas from data: Cross Ref (any keyword found in WOW DATA) as to this Formula: Metal super alloys (formulas in wow data) + copper atoms (formula's in wow data) + copper-centered, zirconium-centered clusters + bendable metal (crossref) stabilize + glass + (obsidian sphere) + hematite + piezoelectric crystals lattice+ floroscopy?+ electrodes + particle collision formulas from wow + laser beams - x rays + microwaves + visible light + Blue Doppler Shift wave forms + cooled plasma + liquid argon gas fuel mixtures (wow data) Keyword icosahedral polyhedra GOOGLE "Key number" from icosahedral numerical data: 0.9510565163 Keywords Pentagon (same shape as wow sketch for star charts) + Galois theory (both keywords found in wow data - cross ref to see what comes up)Field extension Galois Connection Subfields Field Extension to Q Formula from data in subfields field extension Q On euclideanspace blog: 6equj5 + q = quantum transport + power + 6 is part of the equation = 6 quadrupole magnets.+ euclid math tetrahedron + triangle + rotation + cations 9 Jan 2013 My thoughts: Crystal lattices are used in the UFO engine structure, so this Galois Connection + euclid math will be a math equation used with it. Formula from data: Connection + between + two (crystal + nanotube) lattices + structures + each element + itself + an algebra + euclid elements + math equations (each element has it's own equation) Tetradehedron (BASE) + euclid element of UFO space engine Designs for UFO CORE Engine idea: Two lattices on top of tetrahedron First is the carbon lattice nanotubes Second is the crystal lattice fluoroscopy device (all designs found in WOW DATA line 20-22+ others from cross ref) Keyword Euclid Tetrahedron 2 in next video.. http://www.nature.com/am/journal/2010/201004/full/am2010115a.html http://www.euclideanspace.com/maths/discrete/groups/categorise/finite/galois/index.htm -
32:55Galois, Algebra and the Rubik's cube
Galois, Algebra and the Rubik's cubeGalois, Algebra and the Rubik's cube
The connections between the Rubik's Cube, Evariste Galois, Group Theory and Algebra
-
#66 Galois Connections
-
#67 A Catalogue of Galois Connections
-
23.05.13 - Verification - Galois connections, transformers, global soundness
-
302.S9B: The Galois Correspondence
At the top of the abstract algebra hill sits the Galois Correspondence theorem, which shows that every subfield of an algebraic extension corresponds one-to-one with a subgroup of its automorphism group. We explore the implications for the splitting field of t^3 -- 2. -
Galois connection
Galois connection In mathematics, especially in order theory, a Galois connection is a particular correspondence (typically) between two partially ordered sets (posets).The same notion can also be defined on preordered sets or classes; this article presents the common case of posets. -Video is targeted to blind users Attribution: Article text available under CC-BY-SA image source in video https://www.youtube.com/watch?v=mL36-2IuaxQ -
-
Visual Group Theory, Lecture 6.4: Galois groups
Visual Group Theory, Lecture 6.4: Galois groups The Galois group Gal(f(x)) of a polynomial f(x) is the automorphism group of its splitting field. The degree of a chain of field extensions satisfies a "tower law", analogous to the tower law for the index of a chain of subgroups. This hints at a deep connection between subfields of a splitting field and subgroups of its Galois group, which we will uncover soon. Also in this lecture, we learn how every finite degree extension of the rationals Q is "simple", which means that it is generated by a single element that we call a "primitive element". Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html -
DSLs and Towers of Abstraction with Gershom Bazerman
Event Link: meetup.com/NY-Haskell/events/126945882/ This talk will sketch some connections at the foundations of semantics (of programming languages, logics, formal systems in general). In various degrees of abbreviation, we will present Galois Connections, Lawvere Theories, adjoint functors and their relationship to syntax and semantics, and the core notion behind abstract interpretation. At each step we'll draw connections, trying to show why these are good tools to think with even as we're solving real world problems and building tools and libraries others will find simple and elegant to use. http://www.logicmatters.net/resources/pdfs/Galois.pdf https://www.dpmms.cam.ac.uk/~martin/Research/Publications/2007/hp07.pdf http://www.tac.mta.ca/tac/reprints/articles/5/tr5abs.html -
Line 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETI
http://alienspacesciencenews.wordpress.com/ http://theideagirlsays.wordpress.com/ http://victoriastaffordapsychicinvestigation.wordpress.com/ http://www.twitter.com/theideagirl 5g force ufo engine acceleration plasma formulas part 284c3m1b7c8e13c9c6c1 of 100 videos there are more videos after this one i'll post all then update the #. Math Equation Wow Seti 1977 radio signal alien Wow SETI 1977 radio signal alien 11/111/1/1/14=0.0071 Google 0.0071 Google 11 111 1 1 14 Crystal atoms, ufo engine core structure formula's and ideas. To do: Cross ref several keywords found in formulas: bendable metal formula's in wow data, Super metal alloys, copper atoms, fuel formula mixtures 10 Jan 2013 Keyword zirconium atom from previous video: Line 22f1fa19c3m1b7c8e13c9c6b Y Sakaguchi Quantu... -
Galois, Algebra and the Rubik's cube
The connections between the Rubik's Cube, Evariste Galois, Group Theory and Algebra
#66 Galois Connections
- Order: Reorder
- Duration: 15:01
- Updated: 10 Jan 2015
- views: 505
- published: 10 Jan 2015
- views: 505
#67 A Catalogue of Galois Connections
- Order: Reorder
- Duration: 11:12
- Updated: 10 Jan 2015
- views: 198
- published: 10 Jan 2015
- views: 198
23.05.13 - Verification - Galois connections, transformers, global soundness
- Order: Reorder
- Duration: 88:34
- Updated: 23 May 2013
- views: 222
- published: 23 May 2013
- views: 222
302.S9B: The Galois Correspondence
- Order: Reorder
- Duration: 18:03
- Updated: 25 Apr 2014
- views: 2518
At the top of the abstract algebra hill sits the Galois Correspondence theorem, which shows that every subfield of an algebraic extension corresponds one-to-one...
At the top of the abstract algebra hill sits the Galois Correspondence theorem, which shows that every subfield of an algebraic extension corresponds one-to-one with a subgroup of its automorphism group. We explore the implications for the splitting field of t^3 -- 2.
wn.com/302.S9B The Galois Correspondence
At the top of the abstract algebra hill sits the Galois Correspondence theorem, which shows that every subfield of an algebraic extension corresponds one-to-one with a subgroup of its automorphism group. We explore the implications for the splitting field of t^3 -- 2.
- published: 25 Apr 2014
- views: 2518
Galois connection
- Order: Reorder
- Duration: 19:40
- Updated: 22 Jan 2016
- views: 30
Galois connection
In mathematics, especially in order theory, a Galois connection is a particular correspondence (typically) between two partially ordered set...
Galois connection
In mathematics, especially in order theory, a Galois connection is a particular correspondence (typically) between two partially ordered sets (posets).The same notion can also be defined on preordered sets or classes; this article presents the common case of posets.
-Video is targeted to blind users
Attribution:
Article text available under CC-BY-SA
image source in video
https://www.youtube.com/watch?v=mL36-2IuaxQ
wn.com/Galois Connection
Galois connection
In mathematics, especially in order theory, a Galois connection is a particular correspondence (typically) between two partially ordered sets (posets).The same notion can also be defined on preordered sets or classes; this article presents the common case of posets.
-Video is targeted to blind users
Attribution:
Article text available under CC-BY-SA
image source in video
https://www.youtube.com/watch?v=mL36-2IuaxQ
- published: 22 Jan 2016
- views: 30
Evariste Galois Contributions and Galois Connection
- Order: Reorder
- Duration: 0:33
- Updated: 28 Nov 2012
- views: 246
Visual Group Theory, Lecture 6.4: Galois groups
- Order: Reorder
- Duration: 34:13
- Updated: 18 Apr 2016
- views: 264
Visual Group Theory, Lecture 6.4: Galois groups
The Galois group Gal(f(x)) of a polynomial f(x) is the automorphism group of its splitting field. The degree of...
Visual Group Theory, Lecture 6.4: Galois groups
The Galois group Gal(f(x)) of a polynomial f(x) is the automorphism group of its splitting field. The degree of a chain of field extensions satisfies a "tower law", analogous to the tower law for the index of a chain of subgroups. This hints at a deep connection between subfields of a splitting field and subgroups of its Galois group, which we will uncover soon. Also in this lecture, we learn how every finite degree extension of the rationals Q is "simple", which means that it is generated by a single element that we call a "primitive element".
Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html
wn.com/Visual Group Theory, Lecture 6.4 Galois Groups
Visual Group Theory, Lecture 6.4: Galois groups
The Galois group Gal(f(x)) of a polynomial f(x) is the automorphism group of its splitting field. The degree of a chain of field extensions satisfies a "tower law", analogous to the tower law for the index of a chain of subgroups. This hints at a deep connection between subfields of a splitting field and subgroups of its Galois group, which we will uncover soon. Also in this lecture, we learn how every finite degree extension of the rationals Q is "simple", which means that it is generated by a single element that we call a "primitive element".
Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html
- published: 18 Apr 2016
- views: 264
DSLs and Towers of Abstraction with Gershom Bazerman
- Order: Reorder
- Duration: 54:15
- Updated: 02 Sep 2013
- views: 321
Event Link: meetup.com/NY-Haskell/events/126945882/
This talk will sketch some connections at the foundations of semantics (of programming languages, logics, f...
Event Link: meetup.com/NY-Haskell/events/126945882/
This talk will sketch some connections at the foundations of semantics (of programming languages, logics, formal systems in general). In various degrees of abbreviation, we will present Galois Connections, Lawvere Theories, adjoint functors and their relationship to syntax and semantics, and the core notion behind abstract interpretation. At each step we'll draw connections, trying to show why these are good tools to think with even as we're solving real world problems and building tools and libraries others will find simple and elegant to use.
http://www.logicmatters.net/resources/pdfs/Galois.pdf
https://www.dpmms.cam.ac.uk/~martin/Research/Publications/2007/hp07.pdf
http://www.tac.mta.ca/tac/reprints/articles/5/tr5abs.html
wn.com/Dsls And Towers Of Abstraction With Gershom Bazerman
Event Link: meetup.com/NY-Haskell/events/126945882/
This talk will sketch some connections at the foundations of semantics (of programming languages, logics, formal systems in general). In various degrees of abbreviation, we will present Galois Connections, Lawvere Theories, adjoint functors and their relationship to syntax and semantics, and the core notion behind abstract interpretation. At each step we'll draw connections, trying to show why these are good tools to think with even as we're solving real world problems and building tools and libraries others will find simple and elegant to use.
http://www.logicmatters.net/resources/pdfs/Galois.pdf
https://www.dpmms.cam.ac.uk/~martin/Research/Publications/2007/hp07.pdf
http://www.tac.mta.ca/tac/reprints/articles/5/tr5abs.html
- published: 02 Sep 2013
- views: 321
Line 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETI
- Order: Reorder
- Duration: 12:07
- Updated: 13 Jan 2013
- views: 126
http://alienspacesciencenews.wordpress.com/
http://theideagirlsays.wordpress.com/
http://victoriastaffordapsychicinvestigation.wordpress.com/
http://www.twitter...
http://alienspacesciencenews.wordpress.com/
http://theideagirlsays.wordpress.com/
http://victoriastaffordapsychicinvestigation.wordpress.com/
http://www.twitter.com/theideagirl
5g force ufo engine acceleration plasma formulas
part 284c3m1b7c8e13c9c6c1 of 100 videos there are more videos after this one i'll post all then update the #.
Math Equation Wow Seti 1977 radio signal alien
Wow SETI 1977 radio signal alien
11/111/1/1/14=0.0071
Google 0.0071
Google 11 111 1 1 14
Crystal atoms, ufo engine core structure formula's and ideas.
To do:
Cross ref several keywords found in formulas: bendable metal formula's in wow data, Super metal alloys, copper atoms, fuel formula mixtures
10 Jan 2013
Keyword zirconium atom from previous video:
Line 22f1fa19c3m1b7c8e13c9c6b Y Sakaguchi Quantum Electroluminescent Cell 5g WOW SETI
9 Jan 2013
This is the CORE structure design for the UFO
Space ship. Talking about what we can do with the obsidian sphere (glass formulas) would be added to this data. Bendable metal formula cross ref.
Formula ideas from data:
Cross Ref (any keyword found in WOW DATA) as to this Formula:
Metal super alloys (formulas in wow data) + copper atoms (formula's in wow data) + copper-centered, zirconium-centered clusters + bendable metal (crossref)
stabilize + glass + (obsidian sphere) + hematite + piezoelectric crystals lattice+ floroscopy?+
electrodes + particle collision formulas from wow + laser beams - x rays + microwaves + visible light + Blue Doppler Shift wave forms + cooled plasma + liquid argon gas fuel mixtures (wow data)
Keyword
icosahedral polyhedra
GOOGLE "Key number" from icosahedral numerical data:
0.9510565163
Keywords Pentagon (same shape as wow sketch for star charts) + Galois theory (both keywords found in wow data - cross ref to see what comes up)Field extension
Galois Connection
Subfields
Field Extension to Q
Formula from data in subfields field extension Q
On euclideanspace blog:
6equj5 + q = quantum transport + power + 6 is part of the equation = 6 quadrupole magnets.+ euclid math tetrahedron + triangle + rotation + cations
9 Jan 2013
My thoughts:
Crystal lattices are used in the UFO engine structure, so this Galois Connection + euclid math will be a math equation used with it.
Formula from data:
Connection + between + two (crystal + nanotube) lattices + structures + each element + itself + an algebra + euclid elements + math equations (each element has it's own equation)
Tetradehedron (BASE) + euclid element of UFO space engine
Designs for UFO CORE Engine idea:
Two lattices on top of tetrahedron
First is the carbon lattice nanotubes
Second is the crystal lattice fluoroscopy device
(all designs found in WOW DATA line 20-22+ others from cross ref)
Keyword
Euclid Tetrahedron 2 in next video..
http://www.nature.com/am/journal/2010/201004/full/am2010115a.html
http://www.euclideanspace.com/maths/discrete/groups/categorise/finite/galois/index.htm
wn.com/Line 22F1Fa19C3M1B7C8E13C9C6C1 Zirconium Atom Icosahedral Formula Ufo 5G Wow Seti
http://alienspacesciencenews.wordpress.com/
http://theideagirlsays.wordpress.com/
http://victoriastaffordapsychicinvestigation.wordpress.com/
http://www.twitter.com/theideagirl
5g force ufo engine acceleration plasma formulas
part 284c3m1b7c8e13c9c6c1 of 100 videos there are more videos after this one i'll post all then update the #.
Math Equation Wow Seti 1977 radio signal alien
Wow SETI 1977 radio signal alien
11/111/1/1/14=0.0071
Google 0.0071
Google 11 111 1 1 14
Crystal atoms, ufo engine core structure formula's and ideas.
To do:
Cross ref several keywords found in formulas: bendable metal formula's in wow data, Super metal alloys, copper atoms, fuel formula mixtures
10 Jan 2013
Keyword zirconium atom from previous video:
Line 22f1fa19c3m1b7c8e13c9c6b Y Sakaguchi Quantum Electroluminescent Cell 5g WOW SETI
9 Jan 2013
This is the CORE structure design for the UFO
Space ship. Talking about what we can do with the obsidian sphere (glass formulas) would be added to this data. Bendable metal formula cross ref.
Formula ideas from data:
Cross Ref (any keyword found in WOW DATA) as to this Formula:
Metal super alloys (formulas in wow data) + copper atoms (formula's in wow data) + copper-centered, zirconium-centered clusters + bendable metal (crossref)
stabilize + glass + (obsidian sphere) + hematite + piezoelectric crystals lattice+ floroscopy?+
electrodes + particle collision formulas from wow + laser beams - x rays + microwaves + visible light + Blue Doppler Shift wave forms + cooled plasma + liquid argon gas fuel mixtures (wow data)
Keyword
icosahedral polyhedra
GOOGLE "Key number" from icosahedral numerical data:
0.9510565163
Keywords Pentagon (same shape as wow sketch for star charts) + Galois theory (both keywords found in wow data - cross ref to see what comes up)Field extension
Galois Connection
Subfields
Field Extension to Q
Formula from data in subfields field extension Q
On euclideanspace blog:
6equj5 + q = quantum transport + power + 6 is part of the equation = 6 quadrupole magnets.+ euclid math tetrahedron + triangle + rotation + cations
9 Jan 2013
My thoughts:
Crystal lattices are used in the UFO engine structure, so this Galois Connection + euclid math will be a math equation used with it.
Formula from data:
Connection + between + two (crystal + nanotube) lattices + structures + each element + itself + an algebra + euclid elements + math equations (each element has it's own equation)
Tetradehedron (BASE) + euclid element of UFO space engine
Designs for UFO CORE Engine idea:
Two lattices on top of tetrahedron
First is the carbon lattice nanotubes
Second is the crystal lattice fluoroscopy device
(all designs found in WOW DATA line 20-22+ others from cross ref)
Keyword
Euclid Tetrahedron 2 in next video..
http://www.nature.com/am/journal/2010/201004/full/am2010115a.html
http://www.euclideanspace.com/maths/discrete/groups/categorise/finite/galois/index.htm
- published: 13 Jan 2013
- views: 126
Galois, Algebra and the Rubik's cube
- Order: Reorder
- Duration: 32:55
- Updated: 10 Nov 2013
- views: 2790
The connections between the Rubik's Cube, Evariste Galois, Group Theory and Algebra
- published: 10 Nov 2013
- views: 2790
-
Visual Group Theory, Lecture 6.2: Field automorphisms
Visual Group Theory, Lecture 6.2: Field automorphisms A field automorphism is a structure preserving map from a field F to itself. This means that it must be both a homomorphism of both the addtive group (F,+) and the multiplicative group (F-{0},*). We show that any automorphism of an extension of the rationals Q must fix Q element-wise. The set of automorphisms of a field F forms a group called the Galois group, denoted Gal(F). We see several examples of this, and look into an intriguing connection between the subfield lattice of F and the subgroup lattice of Gal(F). Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html -
FIT4.1. Galois Group of a Polynomial
Field Theory: We define the Galois group of a polynomial g(x) as the group of automorphisms of the splitting field K that fix the base field F pointwise. The Galois group acts faithfully on the set of roots of g(x) and is isomorphic to a subgroup of a symmetric group. We also show that this action is transitive when g(x) is irreducible over F. -
BCS Convergence: Universal rewrite language introduction by Peter Marcer talk 1/7
A short introduction to the day by Peter Marcer with a 'taster' of the concept/predicates of the rewrite language. Dr Peter Rowlands of the ‘universal rewrite language’ (originally detailed in his 2007 World Scientific book 'Zero to Infinity') to explain how this language dovetails into current computer science and human intelligence and is a natural 'Beyond Turing' generalisation of it. CONVERGENCE FEB 2016: Convergence of Computing, Cognitive Neuroscience and Biogenetics. Computation Beyond Turing and introduction of universal rewrite language to explain how this natural language dovetails with research on both human and artificial intelligence, and in particular the RNA/DNA genetic code. Convergence of Computing, Cognitive Neuroscience and Biogenetics When: 3rd Feb 2016, 12:00 - 3rd F... -
эварист галуа (александр астрюк, 1965)
-
algebra2-lez13-23122015
Uniqueness algebraic closure; Galois theory for finite fields -
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
E. Skvortsov (Lebedev Inst., Moscow), 18 may 2009. Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra. 4 th International Sakharov Conference on Physics. The generalized connections of the (anti)-de Sitter space symmetry algebra, which are differential forms of arbitrary degree with values in any irreducible (spin)-tensor representation of the (anti)-de Sitter algebra, are studied. It is shown that arbitrary-spin gauge field in (anti)-de Sitter space, massless or partially-massless, can be described by a single connection. A 'one-to-one' correspondence between the connections of the (anti)- de Sitter algebra and the gauge fields is established. The gauge symmetry is manifest and auxiliary fields are automatically included in the formalism. Автор видео: Томилин К...
Visual Group Theory, Lecture 6.2: Field automorphisms
- Order: Reorder
- Duration: 35:41
- Updated: 08 Apr 2016
- views: 305
Visual Group Theory, Lecture 6.2: Field automorphisms
A field automorphism is a structure preserving map from a field F to itself. This means that it must be b...
Visual Group Theory, Lecture 6.2: Field automorphisms
A field automorphism is a structure preserving map from a field F to itself. This means that it must be both a homomorphism of both the addtive group (F,+) and the multiplicative group (F-{0},*). We show that any automorphism of an extension of the rationals Q must fix Q element-wise. The set of automorphisms of a field F forms a group called the Galois group, denoted Gal(F). We see several examples of this, and look into an intriguing connection between the subfield lattice of F and the subgroup lattice of Gal(F).
Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html
wn.com/Visual Group Theory, Lecture 6.2 Field Automorphisms
Visual Group Theory, Lecture 6.2: Field automorphisms
A field automorphism is a structure preserving map from a field F to itself. This means that it must be both a homomorphism of both the addtive group (F,+) and the multiplicative group (F-{0},*). We show that any automorphism of an extension of the rationals Q must fix Q element-wise. The set of automorphisms of a field F forms a group called the Galois group, denoted Gal(F). We see several examples of this, and look into an intriguing connection between the subfield lattice of F and the subgroup lattice of Gal(F).
Course webpage (with lecture notes, HW, etc.): http://www.math.clemson.edu/~macaule/math4120-online.html
- published: 08 Apr 2016
- views: 305
FIT4.1. Galois Group of a Polynomial
- Order: Reorder
- Duration: 22:51
- Updated: 23 Jan 2013
- views: 16196
Field Theory: We define the Galois group of a polynomial g(x) as the group of automorphisms of the splitting field K that fix the base field F pointwise. The ...
Field Theory: We define the Galois group of a polynomial g(x) as the group of automorphisms of the splitting field K that fix the base field F pointwise. The Galois group acts faithfully on the set of roots of g(x) and is isomorphic to a subgroup of a symmetric group. We also show that this action is transitive when g(x) is irreducible over F.
wn.com/Fit4.1. Galois Group Of A Polynomial
Field Theory: We define the Galois group of a polynomial g(x) as the group of automorphisms of the splitting field K that fix the base field F pointwise. The Galois group acts faithfully on the set of roots of g(x) and is isomorphic to a subgroup of a symmetric group. We also show that this action is transitive when g(x) is irreducible over F.
- published: 23 Jan 2013
- views: 16196
BCS Convergence: Universal rewrite language introduction by Peter Marcer talk 1/7
- Order: Reorder
- Duration: 30:38
- Updated: 23 Mar 2016
- views: 46
A short introduction to the day by Peter Marcer with a 'taster' of the concept/predicates of the rewrite language.
Dr Peter Rowlands of the ‘universal rewrite l...
A short introduction to the day by Peter Marcer with a 'taster' of the concept/predicates of the rewrite language.
Dr Peter Rowlands of the ‘universal rewrite language’ (originally detailed in his 2007 World Scientific book 'Zero to Infinity') to explain how this language dovetails into current computer science and human intelligence and is a natural 'Beyond Turing' generalisation of it.
CONVERGENCE FEB 2016:
Convergence of Computing, Cognitive Neuroscience and Biogenetics. Computation Beyond Turing and introduction of universal rewrite language to explain how this natural language dovetails with research on both human and artificial intelligence, and in particular the RNA/DNA genetic code.
Convergence of Computing, Cognitive Neuroscience and Biogenetics
When: 3rd Feb 2016, 12:00 - 3rd Feb 2016, 20:00
Where: BCS, 1st Floor, The Davidson Building, 5 Southampton Street, London, WC2E 7HA
Town/City: London
Organiser: Sponsored by Cybernetics Machine Specialist Group & The Brain Mind Forum of the Real Time Club
see: http://www.bcs.org/content/conEvent/10012
Peter Marcer graduated with first class honours in theoretical physics at the University of Birmingham and a doctorate at Trinity College, Oxford, where he began his career in computing in 1956; followed by 10 years in CERN's Data Handling division, including the connection of the first small data collection computers to the CDC 6600 mainframe, then as computer manager and Associate Director forward planning at the Bristol University Computer Centre during the time of its incorporation into one of the first high speed mainframe to mainframe computer networks.... Since 1980s to today, however, Peter pursues research into the Physical Foundations of Computation via the British Computer Society Cybernetic Machine specialist Group,"http://www.bcs.org.uk/cybergroup.htm" as a 1986 founder, organizer and current chairman. He has published over 75 research papers mainly into quantum holography as the postulated geometric basis of relativistic signal processing & 3D pattern recognition in living systems and the brain ; many co-authored & peer reviewed.These include a 2009 best paper award at CASYS IX with Peter Rowlands.It relates Natures Code to the laws of thermodynamics and quantum entanglement, providing further evidence (via the breaking of the symmetry structure of the Galois group) that the Code constitutes a single inseparable universal evolving body of knowledge. ref: http://www.naturescode.org.uk/team.php
wn.com/Bcs Convergence Universal Rewrite Language Introduction By Peter Marcer Talk 1 7
A short introduction to the day by Peter Marcer with a 'taster' of the concept/predicates of the rewrite language.
Dr Peter Rowlands of the ‘universal rewrite language’ (originally detailed in his 2007 World Scientific book 'Zero to Infinity') to explain how this language dovetails into current computer science and human intelligence and is a natural 'Beyond Turing' generalisation of it.
CONVERGENCE FEB 2016:
Convergence of Computing, Cognitive Neuroscience and Biogenetics. Computation Beyond Turing and introduction of universal rewrite language to explain how this natural language dovetails with research on both human and artificial intelligence, and in particular the RNA/DNA genetic code.
Convergence of Computing, Cognitive Neuroscience and Biogenetics
When: 3rd Feb 2016, 12:00 - 3rd Feb 2016, 20:00
Where: BCS, 1st Floor, The Davidson Building, 5 Southampton Street, London, WC2E 7HA
Town/City: London
Organiser: Sponsored by Cybernetics Machine Specialist Group & The Brain Mind Forum of the Real Time Club
see: http://www.bcs.org/content/conEvent/10012
Peter Marcer graduated with first class honours in theoretical physics at the University of Birmingham and a doctorate at Trinity College, Oxford, where he began his career in computing in 1956; followed by 10 years in CERN's Data Handling division, including the connection of the first small data collection computers to the CDC 6600 mainframe, then as computer manager and Associate Director forward planning at the Bristol University Computer Centre during the time of its incorporation into one of the first high speed mainframe to mainframe computer networks.... Since 1980s to today, however, Peter pursues research into the Physical Foundations of Computation via the British Computer Society Cybernetic Machine specialist Group,"http://www.bcs.org.uk/cybergroup.htm" as a 1986 founder, organizer and current chairman. He has published over 75 research papers mainly into quantum holography as the postulated geometric basis of relativistic signal processing & 3D pattern recognition in living systems and the brain ; many co-authored & peer reviewed.These include a 2009 best paper award at CASYS IX with Peter Rowlands.It relates Natures Code to the laws of thermodynamics and quantum entanglement, providing further evidence (via the breaking of the symmetry structure of the Galois group) that the Code constitutes a single inseparable universal evolving body of knowledge. ref: http://www.naturescode.org.uk/team.php
- published: 23 Mar 2016
- views: 46
эварист галуа (александр астрюк, 1965)
- Order: Reorder
- Duration: 25:41
- Updated: 07 Jan 2012
- views: 3754
- published: 07 Jan 2012
- views: 3754
algebra2-lez13-23122015
- Order: Reorder
- Duration: 36:24
- Updated: 23 Dec 2015
- views: 136
Uniqueness algebraic closure;
Galois theory for finite fields
Uniqueness algebraic closure;
Galois theory for finite fields
wn.com/Algebra2 Lez13 23122015
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
- Order: Reorder
- Duration: 26:04
- Updated: 22 May 2014
- views: 124
E. Skvortsov (Lebedev Inst., Moscow), 18 may 2009.
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
4 th International Sakharov C...
E. Skvortsov (Lebedev Inst., Moscow), 18 may 2009.
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
4 th International Sakharov Conference on Physics.
The generalized connections of the (anti)-de Sitter space
symmetry algebra, which are differential forms of arbitrary degree with values in any irreducible (spin)-tensor representation
of the (anti)-de Sitter algebra, are studied. It is shown that
arbitrary-spin gauge field in (anti)-de Sitter space, massless or
partially-massless, can be described by a single connection. A
'one-to-one' correspondence between the connections of the (anti)-
de Sitter algebra and the gauge fields is established. The gauge
symmetry is manifest and auxiliary fields are automatically included in the formalism.
Автор видео: Томилин Константин Александрович старший научный сотрудник Отдела истории физико-математических наук ИИЕТ РАН,
кандидат физико-математических наук.
wn.com/Gauge Fields In (Anti) De Sitter Space And Connections Of Its Symmetry Algebra.
E. Skvortsov (Lebedev Inst., Moscow), 18 may 2009.
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
4 th International Sakharov Conference on Physics.
The generalized connections of the (anti)-de Sitter space
symmetry algebra, which are differential forms of arbitrary degree with values in any irreducible (spin)-tensor representation
of the (anti)-de Sitter algebra, are studied. It is shown that
arbitrary-spin gauge field in (anti)-de Sitter space, massless or
partially-massless, can be described by a single connection. A
'one-to-one' correspondence between the connections of the (anti)-
de Sitter algebra and the gauge fields is established. The gauge
symmetry is manifest and auxiliary fields are automatically included in the formalism.
Автор видео: Томилин Константин Александрович старший научный сотрудник Отдела истории физико-математических наук ИИЕТ РАН,
кандидат физико-математических наук.
- published: 22 May 2014
- views: 124
close fullscreen
- Playlist
- Chat
close fullscreen
- Playlist
- Chat
15:01
#66 Galois Connections
published: 10 Jan 2015
#66 Galois Connections
#66 Galois Connections
- Report rights infringement
- published: 10 Jan 2015
- views: 505
11:12
#67 A Catalogue of Galois Connections
published: 10 Jan 2015
#67 A Catalogue of Galois Connections
#67 A Catalogue of Galois Connections
- Report rights infringement
- published: 10 Jan 2015
- views: 198
88:34
23.05.13 - Verification - Galois connections, transformers, global soundness
published: 23 May 2013
23.05.13 - Verification - Galois connections, transformers, global soundness
23.05.13 - Verification - Galois connections, transformers, global soundness
- Report rights infringement
- published: 23 May 2013
- views: 222
18:03
302.S9B: The Galois Correspondence
At the top of the abstract algebra hill sits the Galois Correspondence theorem, which show...
published: 25 Apr 2014
302.S9B: The Galois Correspondence
302.S9B: The Galois Correspondence
- Report rights infringement
- published: 25 Apr 2014
- views: 2518
19:40
Galois connection
Galois connection
In mathematics, especially in order theory, a Galois connection is a p...
published: 22 Jan 2016
Galois connection
Galois connection
- Report rights infringement
- published: 22 Jan 2016
- views: 30
0:33
Evariste Galois Contributions and Galois Connection
Katie
Evariste Galois Connection
Math project
published: 28 Nov 2012
Evariste Galois Contributions and Galois Connection
Evariste Galois Contributions and Galois Connection
- Report rights infringement
- published: 28 Nov 2012
- views: 246
34:13
Visual Group Theory, Lecture 6.4: Galois groups
Visual Group Theory, Lecture 6.4: Galois groups
The Galois group Gal(f(x)) of a polynomia...
published: 18 Apr 2016
Visual Group Theory, Lecture 6.4: Galois groups
Visual Group Theory, Lecture 6.4: Galois groups
- Report rights infringement
- published: 18 Apr 2016
- views: 264
54:15
DSLs and Towers of Abstraction with Gershom Bazerman
Event Link: meetup.com/NY-Haskell/events/126945882/
This talk will sketch some connection...
published: 02 Sep 2013
DSLs and Towers of Abstraction with Gershom Bazerman
DSLs and Towers of Abstraction with Gershom Bazerman
- Report rights infringement
- published: 02 Sep 2013
- views: 321
12:07
Line 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETI
http://alienspacesciencenews.wordpress.com/
http://theideagirlsays.wordpress.com/
http://v...
published: 13 Jan 2013
Line 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETI
Line 22f1fa19c3m1b7c8e13c9c6c1 Zirconium Atom Icosahedral Formula UFO 5g WOW SETI
- Report rights infringement
- published: 13 Jan 2013
- views: 126
32:55
Galois, Algebra and the Rubik's cube
The connections between the Rubik's Cube, Evariste Galois, Group Theory and Algebra
published: 10 Nov 2013
Galois, Algebra and the Rubik's cube
Galois, Algebra and the Rubik's cube
- Report rights infringement
- published: 10 Nov 2013
- views: 2790
close fullscreen
- Playlist
- Chat
35:41
Visual Group Theory, Lecture 6.2: Field automorphisms
Visual Group Theory, Lecture 6.2: Field automorphisms
A field automorphism is a structure...
published: 08 Apr 2016
Visual Group Theory, Lecture 6.2: Field automorphisms
Visual Group Theory, Lecture 6.2: Field automorphisms
- Report rights infringement
- published: 08 Apr 2016
- views: 305
22:51
FIT4.1. Galois Group of a Polynomial
Field Theory: We define the Galois group of a polynomial g(x) as the group of automorphis...
published: 23 Jan 2013
FIT4.1. Galois Group of a Polynomial
FIT4.1. Galois Group of a Polynomial
- Report rights infringement
- published: 23 Jan 2013
- views: 16196
30:38
BCS Convergence: Universal rewrite language introduction by Peter Marcer talk 1/7
A short introduction to the day by Peter Marcer with a 'taster' of the concept/predicates ...
published: 23 Mar 2016
BCS Convergence: Universal rewrite language introduction by Peter Marcer talk 1/7
BCS Convergence: Universal rewrite language introduction by Peter Marcer talk 1/7
- Report rights infringement
- published: 23 Mar 2016
- views: 46
25:41
эварист галуа (александр астрюк, 1965)
published: 07 Jan 2012
эварист галуа (александр астрюк, 1965)
эварист галуа (александр астрюк, 1965)
- Report rights infringement
- published: 07 Jan 2012
- views: 3754
36:24
algebra2-lez13-23122015
Uniqueness algebraic closure;
Galois theory for finite fields
published: 23 Dec 2015
algebra2-lez13-23122015
algebra2-lez13-23122015
- Report rights infringement
- published: 23 Dec 2015
- views: 136
26:04
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
E. Skvortsov (Lebedev Inst., Moscow), 18 may 2009.
Gauge Fields in (anti)-de Sitter Space ...
published: 22 May 2014
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
Gauge Fields in (anti)-de Sitter Space and Connections of its Symmetry Algebra.
- Report rights infringement
- published: 22 May 2014
- views: 124
Visual Group Theory, Lecture 6.2: Field automorphi...
FIT4.1. Galois Group of a Polynomial...
BCS Convergence: Universal rewrite language introd...
эварист галуа (александр астрюк, 1965)...
algebra2-lez13-23122015...
Gauge Fields in (anti)-de Sitter Space and Connect...
photo: AP / Al-Jazeera via APTN
Bin Laden’s Son Threatens Revenge Against The U.S. For His Father’s Assassination
Edit Inquisitr 10 Jul 2016
Bin Laden’s son has threatened revenge against the United States for the assassination of his father ... Reuters reports that according to the SITE Intelligence Group (a U.S ... The video was 21 minutes long and was titled We Are All Osama ... No older than 10 years old, he is seen here playing with a piece of U.S ... “Hamza provides a new face for [A]l Qaeda, one that directly connects to the group’s founder ... drone attack earlier....
photo: US DoS
With a hint of regret, Obama describes new kind of endless quasi-war
Edit Stars and Stripes 10 Jul 2016
WARSAW, Poland — President Barack Obama, who had pledged to end America's wars, described the landscape that he was leaving to his successor as a state of quasi-war that could extend for years to come. Obama, who was speaking on Saturday to reporters at the NATO summit here, noted with pride that he has cut the size of the U.S. forces in Iraq and Afghanistan from 180,000 troops to less than 15,000. But U.S ... U.S ... . . ....
photo: AP / Max Becherer
Protests over shootings block roads in US cities, end in numerous arrests
Edit France24 10 Jul 2016
Protests against the shootings of two black men by police officers shut down main arteries in a number of U.S. cities on Saturday, leading to numerous arrests, scuffles and confrontations between police and demonstrators ... ....
photo: Creative Commons
Bullfighter fatally gored in Spain, first time since 1985
Edit Springfield News-Sun 10 Jul 2016photo: AP / Hassan Ammar
Syria: Russian pilots killed as 'ISIL downs helicopter'
Edit Al Jazeera 10 Jul 2016
Two Russian pilots have been killed in Syria after fighters from the Islamic State of Iraq and Levant (ISIL, also known as ISIS) shot down their helicopter near Palmyra, Russia's defense ministry has said according to local media ... The crew died," Interfax said ... OPINION ... Source. Agencies. Tell us what you think. ....
« back to news headlines
Working on vacation? Here’s how to do it without angering your family
Edit The Miami Herald 11 Jul 2016
With our smartphones tempting us to “check in,” jetting to an exotic location or exploring a state park is much more complicated than it was years ago when we truly took vacations without staying connected ... If you’re the one who wants to stay connected while traveling, it can be stressful trying to hide it from a significant other, a friend, or children who find it disruptive to the flow of the vacation....
[PRESS RELEASE] Colt to support growth of IoT market in strategic partnership with SORACOM (Colt Technology Services Co Ltd)
Edit Public Technologies 11 Jul 2016
Tokyo, 11 July 2016 - Colt announced today that their next-generation Ethernet service, etherXEN, is being offered as a new connectivity option for SORACOM, Inc.'s self-named IoT communication platform ... Colt's etherXEN will support direct connection between SORACOM and customer IT environments located outside AWS to create IoT system infrastructure....
Addressing Cyberbullying
Edit Scoop 11 Jul 2016
The use of texting via mobile phones, of websites and online network sites such as Facebook are popular tools with establishing and maintaining connections and are increasingly being used by Māori to connect with and maintain contact with whānau ... ....
Legal News: Cahill Represents Lead Arrangers in Acquisition Financing for Vertafore (Cahill Gordon & Reindel LLP)
Edit Public Technologies 11 Jul 2016
Proceeds from the facility were used in connection with the acquisition of Vertafore by Bain Capital Private Equity and Vista Equity Partners from TPG....
As yuan weakens, Chinese stock investors seek safety in Hong Kong
Edit Yahoo Daily News 11 Jul 2016
Money has also flowed into the territory via the Shanghai-Hong Kong Stock Connect scheme at the fastest rate since early last year when investors bet a rally in Chinese shares would spill over to Hong Kong ... Top stock picks using the connect scheme including China Construction Bank, ICBC and Agricultural Bank of China and Tencent....
Montgomery continues mastery over Royals
Edit MLB 11 Jul 2016
KANSAS CITY -- As Mariners left-hander Mike Montgomery threw his final pitch over the plate, he knew he'd made a mistake. The crack of Brett Eibner's bat connecting with the ball confirmed it. The home run traveled 417 feet according to Statcast™, stopping only after connecting with the back wall of the Royals' bullpen in left field ... "Outstanding. Great effort today." Mariners manager Scott Servais said. "Really happy for him ... ....
Exclusive - AirAsia eyes HK listing as it expands in North Asia
Edit Yahoo Daily News 11 Jul 2016
By Tim Hepher and Siva Govindasamy ... Fernandes has signalled he aims to make AirAsia a low-cost giant with one-stop connections mainly from its Malaysian base ... The goal, added this source, is to use AirAsia’s short-haul and long-haul units to connect passengers from North Asia to Southeast Asia and Australia. AirAsia operates over 220 flights daily to and from Kuala Lumpur, connecting to over 100 destinations in 24 countries....
AINEO Networks Chooses Mitel to Expand Cloud Communications Offerings in Japan
Edit Stockhouse 11 Jul 2016
“MiCloud helps set them on the path sooner with a solution that deploys quickly and delivers the flexibility today’s end users require for connecting and collaborating.” ... A global market leader in enterprise and mobile communications powering more than 2 billion business connections and 2 billion mobile subscribers every ......
Dispelling the mental illness/violence link (Griffith University)
Edit Public Technologies 11 Jul 2016
(Source ... Are people with mental illness more likely to be violent or victims of violence? How do connections between mental illness and violent affect others in the community? ... 'From violent offenders to victims of violence, workplaces, families and social settings, the connection between mental illness and violence has emerged as one of modern society's most difficult and confronting issues,'' Professor Mazerolle said ... WHAT ... WHEN ... WHERE....
AINEO Networks Chooses Mitel to Expand Cloud Communications Offerings in Japan (Mitel Networks Corporation)
Edit Public Technologies 11 Jul 2016
'MiCloud helps set them on the path sooner with a solution that deploys quickly and delivers the flexibility today's end users require for connecting and collaborating.' ... A global market leader in enterprise and mobile communications powering more than 2 billion business connections and 2 billion mobile subscribers every day, Mitel (Nasdaq.MITL) ......
Kinder Morgan to sell stake in southeastern pipeline system
Edit Houston Chronicle 11 Jul 2016
The electrical and gas utility Southern Company will pay $1.47 billion for a 50 percent equity interest in the 7,600-mile network of pipelines, which connects natural gas sources along the Gulf Coast to Georgia, Alabama, and South Carolina. “A significant advantage of this transaction is that we will be able to take the proceeds and immediately pay down debt,” says Kinder Morgan spokesman Dave Conover. “That’s something that senior ......
- 1
- 2
- 3
- 4
- 5
- Next page »
