Branches of Mathematics

Pure mathematics

• Algebra
• Calculus
• Geometry
• Topology
• Trignometry
• Combinatorics
• Logic
• Number theory

Applied mathematics

• Dynamical systems and differential equations
• Mathematical physics
• Computing
• Information theory and signal processing
• Probability and statistics
• Game theory
• Operations research

Related Topics

• Electromagnetic Spectrum
• Linear Equations
• Applied Physics
• Nano Technology
• Engineering Sciences
• Mathematical Medicine
• Fluid dynamics
• Computational Mathematics
• Gamma Ray Optics
• Onfrared Optics
• Relative Velocity
• Iciam
• Intelligent Imaging Neuroscience
• Biomedical Engineering
• Neuroscience Research
• Quantum Cosmology
• Brain Research

• 0 (year)
• 0 to the power of 0
• 0th (disambiguation)
• 1
• 1 (number)
• 1 BC
• 10 (number)
• 100 (number)
• 2 (number)
• 20 (number)
• 3 (number)
• 30 (number)
• 4 (number)
• 40 (number)
• 5 (number)
• 50 (number)
• 6 (number)
• 60 (number)
• 7 (number)
• 70 (number)
• 8 (number)
• 80 (number)
• 9 (number)
• 90 (number)
• Absorbing element
• Abstract algebra
• Addition
• Additive identity
• Al-Khwārizmī
• Alain Prost
• Algebra
• Algebraic number
• Algol 58
• Algorism
• American English
• Ancient Greece
• Andalé Mono
• Andes
• Anemoi
• Arabic numerals
• Array data type
• Aryabhata
• Astrolabe
• Astronomy
• Atom
• Atomic nucleus
• Atomic number
• Babylonian numerals
• BBC
• Bede
• Before Christ
• Bengali language
• Bindu
• Brahmagupta
• British English
• Byzantine Empire
• Calendar era
• Cardinal number
• Cardinality
• Category theory
• Celsius
• Charles Seife
• Chaturbhuja Temple
• Chemical element
• Chiapas
• Chinese numerals
• COBOL
• Compile time
• Complex number
• Composite number
• Computable function
• Computer science
• Computus
• Constant function
• Counting rods
• Damon Hill
• Decibel
• Decimal
• Definition
• Determinant
• Devanagari
• Dionysius Exiguus
• Division by zero
• Divisor
• Duodecimal
• Easter
• Edsger W. Dijkstra
• Empty product
• Empty set
• Empty sum
• Energy
• English language
• Factorial
• Factorization
• FE-Schrift
• Fibonacci
• Fibonacci Quarterly
• Floating point
• Formula One
• Fortran
• Gautama Siddha
• Glyph
• Grammatical number
• Greatest element
• Greek numerals
• Gwalior
• Hexadecimal
• Hinduism
• Hipparchus
• Holomorphic function
• Iberian Peninsula
• IBM 3270
• Identity element
• Inca Empire
• Indeterminate form
• Infinity
• Integer
• Isaac Asimov
• Isthmian script
• Japanese numerals
• Java
• JDBC
• John D. Barrow
• Kelvin
• Khmer numerals
• Kish (Sumer)
• L'Hôpital's rule
• Latin
• Lattice (order)
• Leading zero
• Lemma (mathematics)
• Limit of a function
• LISP
• List of numbers
• Lokavibhaga
• Mathematics
• Matrix (mathematics)
• Matter
• Maya numerals
• Melting point
• Middle Ages
• Moors
• Morse code
• Muslim
• NaN
• Natural number
• Negative temperature
• Negative zero
• Neutron
• Neutronium
• New York
• Nicolas Bourbaki
• Nigel Mansell
• Non-negative
• Nothing
• Null (SQL)
• Null pointer
• Number
• Number line
• Number theory
• Numeral system
• Numerical digit
• O
• Octal
• Old World
• Olmec
• Omicron
• Operator assistance
• Ordinal number
• Parity (mathematics)
• Parity of zero
• Peano axioms
• Periodic table
• Persian people
• Philosophy
• Phon
• Physical system
• Physics
• Pingala
• Pope Sylvester II
• Positional notation
• Prime number
• Proton
• Ptolemy
• Quantum mechanics
• Quatrefoil
• Quipu
• Rational number
• Real number
• Recursion theory
• Region 0
• Roman numerals
• Root of a function
• Roulette
• Sanskrit
• Schoolhouse Rock!
• Set theory
• Sexagesimal
• Shunya
• Slashed zero
• Stationary state
• Symbols for zero
• Ternary logic
• Tetraneutron
• Thai numerals
• Tres Zapotes
• Truth value
• Turing degree
• Two's complement
• Typewriter
• Vacuum
• Venetian language
• Vep 0 (lugu)
• Vigesimal
• Visual display unit
• Well-order
• Western world
• Wikisource zh 九章算術
• Year zero
• Zeno of Elea
• Zeno's paradoxes
• Zero morphism
• Zero-based numbering
• Zero-point energy
• Śūnyatā
• −0 (number)
• −1 (number)
• 
  

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  Chiapas
  Chiapas (Spanish pronunciation: [ˈtʃjapas]), officially Free and Sovereign State of Chiapas (Spanish: Estado Libre y Soberano de Chiapas), is one of the 31 states that, with the Federal District, comprise the 32 Federal Entities of Mexico. It is divided in 118 municipalities and its capital city is Tuxtla Gutierrez. Other important cites in Chiapas include San Cristóbal de las Casas, Comitán, and Tapachula. Located in Southwestern Mexico, it is the southernmost State of Mexico. It is bordered by the states of Tabasco to the north, Veracruz to the northwest and Oaxaca to the west. To the east Chiapas borders Guatemala, and to the south the Pacific Ocean.
  In general, Chiapas has a humid, tropical climate. In the north, in the area bordering Tabasco, near Teapa, rainfall can average more than 3,000 mm (120 in) per year. In the past, natural vegetation at this region was lowland, tall perennial rainforest, but this vegetation has been destroyed almost completely to give way to agriculture and ranching. Rainfall decreases moving towards the Pacific Ocean, but it is still abundant enough to allow the farming of bananas and many other tropical crops near Tapachula. On the several parallel "sierras" or mountain ranges running along the center of Chiapas, climate can be quite temperate and foggy, allowing the development of cloud forests like those of the Reserva de la Biosfera el Triunfo, home to a handful of Resplendent Quetzals and Horned Guans.
  
  wn.com/Chiapas
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  Gwalior
  Gwalior (Hindi/Marathi: ग्वालियर  pronunciation (help·info)) ग्वाल्हेर is a city in Madhya Pradesh, India, lying 122 kilometres (76 mi) south of Agra, and 423 kilometres (263 mi) north of Bhopal, the state capital. Gwalior occupies a strategic location in the Gird region of India, and the city and its fortress have served as the center of several of historic northern Indian kingdoms. Gwalior is the administrative headquarters of Gwalior district and Gwalior division.
  It is famous for Gwalior Fort, which has changed hands many times. From the Tomaras in the 8th century it passed on to the Mughals, then the Marathas under the Scindias (1754), followed briefly by Lakshmi Bai of Jhansi, Tatiya Tope and the British.
  The city has several important educational institutions including the Atal Bihari Vajpayee - Indian Institute of Information Technology and Management, Indian Institute of Tourism and Travel Management, Scindia School, Madhav Institute of Technology and Science, Laxmibai National Institute of Physical Education. Gwalior has five government universities: Jiwaji University, Maharaja Maan Singh Tomar music and arts university, Rajmata Vijyarahe Scindia agriculture university, Laxmibai National University of Physical Education and ABV-IIITM are government universities. Few Private institutions are also well known in this region like Aditya College, ITM University, Amity University etc.
  
  wn.com/Gwalior
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  Iberian Peninsula
  The Iberian Peninsula (Asturian, Galician, Leonese, Mirandese, Portuguese and Spanish: Península Ibérica, Catalan: Península Ibèrica, Aragonese and Occitan: Peninsula Iberica, French: Péninsule Ibérique, Basque: Iberiar Penintsula), sometimes called Iberia, is a peninsula located in the extreme southwest of Europe and includes the modern-day sovereign states of Spain, Portugal and Andorra, as well as the British Overseas Territory of Gibraltar. It is the westernmost of the three major southern European peninsulas—the Iberian, Italian, and Balkan peninsulas. It is bordered on the southeast and east by the Mediterranean Sea, and on the north, west and southwest by the Atlantic Ocean. The Pyrenees form the northeast edge of the peninsula, separating it from the rest of Europe. In the south, it approaches the northern coast of Africa. It is the second-largest peninsula in Europe, with an area of approximately 582,000 km² (225,000 sq mi).
  The English word Iberia was adapted from the use of the Ancient Greek word Ιβηρία (Ibēría) by the Greek geographers under the Roman Empire to refer to what is known today in English as the Iberian Peninsula. At that time the name did not describe a single political entity or a distinct population of people. Strabo's Iberia was delineated from Keltikē by the Pyrenees and included the entire land mass south-west (he named it "west") of there.
  
  wn.com/Iberian_Peninsula
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  New York
  New York (/njuː ˈjɔrk/; locally IPA: [nɪu ˈjɔək] or [nuː ˈjɔɹk] ( listen)) is a state in the Northeastern region of the United States. New York is the 27th most extensive, the 3rd most populous, and the 7th most densely populated of the 50 United States. New York is bordered by New Jersey and Pennsylvania to the south, and by Connecticut, Massachusetts and Vermont to the east. The state has a maritime border with Rhode Island east of Long Island, as well as an international border with the Canadian provinces of Ontario to the west and north, and Quebec to the north. The state of New York is often referred to as New York State to distinguish it from New York City.
  New York City, with a population of over 8.1 million, is the most populous city in the United States. Alone, it makes up over 40 percent of the population of New York state. It is known for its status as a center for finance and culture and for its status as the largest gateway for immigration to the United States. According to the U.S. Department of Commerce, New York City is also a destination of choice for many foreign visitors. Both the state and city were named for the 17th century Duke of York, James Stuart, future James II and VII of England and Scotland.
  
  wn.com/New_York
• 
  Tres Zapotes
  Tres Zapotes is a Mesoamerican archaeological site located in the south-central Gulf Lowlands of Mexico in the Papaloapan River plain. Tres Zapotes is sometimes referred to as the third major Olmec capital (after San Lorenzo Tenochtitlán and La Venta), although Tres Zapotes' Olmec phase constitutes only a portion of the site’s history, which continued through the Epi-Olmec and Classic Veracruz cultural periods.
  The 2000-year existence of Tres Zapotes as a cultural center is unusual, if not unique, in Mesoamerica.
  The site is located near the present-day village of Tres Zapotes, west of Santiago Tuxtla, Veracruz at the western edge of the Los Tuxtlas Mountains on the banks of the Rio Hueyapan (a small stream). The area is a transition point between the Los Tuxtlas Mountains and the Papaloapan River delta and allowed the inhabitants to take advantage of the forested uplands as well as the swamps and streams of the flatlands. Scarcely 10 km (6 mi) to the east stands Cerro el Vigía, an extinct volcano and important source of basalt and other volcanic stone, sandstone, and clay. The nearby small site of Rancho la Cobata, on the northern flank of Cerro El Vigía, may have functioned as a monument workshop – most of the basalt stonework at Tres Zapotes was crafted from the colossal, "spheroid", smooth-faced boulders found even today at the summit of Cerro El Vigía. Some of these boulders are more than 3 meters in diameter.
  
  wn.com/Tres_Zapotes

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  Alain Prost
  Alain Marie Pascal Prost, OBE, Chevalier de la Légion d'honneur (born 24 February 1955 in Lorette, Loire) is a French racing driver. A four-time Formula One Drivers' Champion, Prost has won more titles than any driver except for Juan Manuel Fangio (five championships), and Michael Schumacher (seven championships). From 1987 until 2001 Prost held the record for most Grand Prix victories. Schumacher surpassed Prost's total of 51 victories at the 2001 Belgian Grand Prix. In 1999, Prost received the World Sports Awards of the Century in the motor sport category.
  Prost discovered karting at the age of 14 during a family holiday. He progressed through motor sport's junior ranks, winning the French and European Formula Three championships, before joining the McLaren Formula One team in 1980 at the age of 25. He finished in the points on his Formula One début and took his first race victory at his home Grand Prix in France a year later, while he was driving for Renault's factory team.
  
  wn.com/Alain_Prost
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  Aryabhata
  Aryabhata (IAST: Āryabhaṭa, Sanskrit: आर्यभट) (476–550 CE) was the first in the line of great mathematician-astronomers from the classical age of Indian mathematics and Indian astronomy. His most famous works are the Āryabhaṭīya (499 CE, when he was 23 years old) and the Arya-siddhanta.
  While there is a tendency to misspell his name as "Aryabhatta" by analogy with other names having the "bhatta" suffix, his name is properly spelled Aryabhata: every astronomical text spells his name thus, including Brahmagupta's references to him "in more than a hundred places by name". Furthermore, in most instances "Aryabhatta" does not fit the metre either.
  Aryabhata mentions in the Aryabhatiya that it was composed 3,630 years into the Kali Yuga, when he was 23 years old. This corresponds to 499 CE, and implies that he was born in 476
  Aryabhata was born in Taregna (literally, song of the stars), which is a small town in Bihar, India, about 30 km (19 mi) from Patna (then known as Pataliputra), the capital city of Bihar State. Evidences justify his birth there. In Taregna Aryabhata set up an Astronomical Observatory in the Sun Temple 6th century.
  
  wn.com/Aryabhata
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  Bede
  Bede ( /ˈbiːd/ BEED; Old English: Bǣda or Bēda; 672/673 – 26 May 735), also referred to as Saint Bede or the Venerable Bede (Latin: Bēda Venerābilis), was an English monk at the Northumbrian monastery of Saint Peter at Monkwearmouth and of its companion monastery, Saint Paul's, in modern Jarrow (see Monkwearmouth-Jarrow), both in the Kingdom of Northumbria. Bede's monastery had access to a superb library which included works by Eusebius and Orosius among many others.
  He is well known as an author and scholar, and his most famous work, Historia ecclesiastica gentis Anglorum (The Ecclesiastical History of the English People) gained him the title "The Father of English History". In 1899, Bede was made a Doctor of the Church by Leo XIII, a position of theological significance; he is the only native of Great Britain to achieve this designation (Anselm of Canterbury, also a Doctor of the Church, was originally from Italy). Bede was moreover a skilled linguist and translator, and his work with the Latin and Greek writings of the early Church Fathers contributed significantly to English Christianity, making the writings much more accessible to his fellow Anglo-Saxons.
  
  wn.com/Bede
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  Brahmagupta
  Brahmagupta (Sanskrit: ब्रह्मगुप्त;  listen (help·info)) (598–668 CE) was an Indian mathematician and astronomer who wrote many important works on mathematics and astronomy. His best known work is the Brāhmasphuṭasiddhānta (Correctly Established Doctrine of Brahma), written in 628 in Bhinmal. Its 25 chapters contain several unprecedented mathematical results.
  Brahmagupta is believed to have been born in 598 AD in Bhinmal city in the state of Rajasthan of Northwest India. In ancient times Bhillamala was the seat of power of the Gurjars. His father was Jisnugupta. He likely lived most of his life in Bhillamala (modern Bhinmal in Rajasthan) during the reign (and possibly under the patronage) of King Vyaghramukha. As a result, Brahmagupta is often referred to as Bhillamalacarya, that is, the teacher from Bhillamala. He was the head of the astronomical observatory at Ujjain, and during his tenure there wrote four texts on mathematics and astronomy: the Cadamekela in 624, the Brahmasphutasiddhanta in 628, the Khandakhadyaka in 665, and the Durkeamynarda in 672. The Brahmasphutasiddhanta (Corrected Treatise of Brahma) is arguably his most famous work. The historian al-Biruni (c. 1050) in his book Tariq al-Hind states that the Abbasid caliph al-Ma'mun had an embassy in India and from India a book was brought to Baghdad which was translated into Arabic as Sindhind. It is generally presumed that Sindhind is none other than Brahmagupta's Brahmasphuta-siddhanta.
  
  wn.com/Brahmagupta
• Charles Seife
  Charles Seife is an American author, journalist and professor.
  His first published book was Zero: The Biography of a Dangerous Idea. He had written within the scientific community for years before this, having done freelance work for New Scientist, Scientific American, The Economist, Science, Wired UK and The Sciences, among others.
  Prior to his career in Journalism he received an undergraduate degree from Princeton University, an M.S. in mathematics from Yale University and a M.S. in journalism from Columbia University.
  He has written five books to date:
  
  He is currently an associate professor in New York University's Journalism Department.
  He is a member of PEN, the National Association of Science Writers, and the D.C. Science Writers Association.
  Seife is among a small number of people with a defined Erdős–Bacon number, 7.
  
  
  
  wn.com/Charles_Seife
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  Damon Hill
  Damon Graham Devereux Hill OBE (born 17 September 1960) is a retired British racing driver from England. In 1996 Hill won the Formula One World Championship. As the son of the late Graham Hill, he is the only son of a world champion to win the title. His father died in an aeroplane crash when Hill was 15.
  Hill was born in Hampstead, London on 17 September 1960 to Graham and Bette Hill. Graham Hill was a racing driver in the international Formula One series. He won the world drivers' championship in 1962 and 1968 and became a well known personality in the United Kingdom. Graham Hill's career provided a comfortable living. By 1975 the family lived in a "25-room country mansion" in Hertfordshire and Damon attended the independent Haberdashers' Aske's Boys' School. The death of his father in an aeroplane crash in 1975 left the 15-year-old Hill, his mother, and sisters Samantha and Brigitte in drastically reduced circumstances. Hill worked as a labourer and a motorcycle courier to support his further education.
  
  wn.com/Damon_Hill
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  Dionysius Exiguus
  Dionysius Exiguus (Dennis the Small, Dennis the Little or Dennis the Short, meaning humble) (c. 470 – c. 544) was a 6th-century monk born in Scythia Minor, modern Dobruja shared by Romania and Bulgaria. He was a member of the Scythian monks community concentrated in Tomis, the major city of Scythia Minor. Dionysius is best known as the inventor of the Anno Domini (AD) era, which is used to number the years of both the Gregorian calendar and the (Christianized) Julian calendar.
  From about 500 he lived in Rome, where, as a learned member of the Roman Curia, he translated from Greek into Latin 401 ecclesiastical canons, including the apostolical canons and the decrees of the councils of Nicaea, Constantinople, Chalcedon and Sardis, and also a collection of the decretals of the popes from Siricius to Anastasius II. These collections had great authority in the West and still guide church administrations. Dionysius also wrote a treatise on elementary mathematics.
  The author of a continuation of Dionysius's Computus, writing in 616, described Dionysius as a "most learned abbot of the city of Rome", and the Venerable Bede accorded him the honorific abbas, which could be applied to any monk, especially a senior and respected monk, and does not necessarily imply that Dionysius ever headed a monastery; indeed, Dionysius's friend Cassiodorus stated in Institutiones that he was still only a monk late in life.
  
  wn.com/Dionysius_Exiguus
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  Fibonacci
  Leonardo Pisano Bigollo (c. 1170 – c. 1250) also known as Leonardo of Pisa, Leonardo Pisano, Leonardo Bonacci, Leonardo Fibonacci, or, most commonly, simply Fibonacci, was an Italian mathematician, considered by some "the most talented western mathematician of the Middle Ages."
  Fibonacci is best known to the modern world for the spreading of the Hindu–Arabic numeral system in Europe, primarily through the publication in 1202 of his Liber Abaci (Book of Calculation), and for a number sequence named the Fibonacci numbers after him, which he did not discover but used as an example in the Liber Abaci.
  Leonardo Fibonacci was born around 1170 to Guglielmo Bonacci, a wealthy Italian merchant. Guglielmo directed a trading post (by some accounts he was the consultant for Pisa) in Bugia, a port east of Algiers in the Almohad dynasty's sultanate in North Africa (now Bejaia, Algeria). As a young boy, Leonardo traveled with him to help; it was there he learned about the Hindu–Arabic numeral system.
  Recognizing that arithmetic with Hindu–Arabic numerals is simpler and more efficient than with Roman numerals, Fibonacci traveled throughout the Mediterranean world to study under the leading Arab mathematicians of the time. Leonardo returned from his travels around 1200. In 1202, at age 32, he published what he had learned in Liber Abaci (Book of Abacus or Book of Calculation), and thereby popularized Hindu–Arabic numerals in Europe.
  
  wn.com/Fibonacci
• Gautama Siddha
  Gautama Siddha, (fl. 8th century) astronomer, astrologer and compiler of Indian descent, known for leading the compilation of the Treatise on Astrology of the Kaiyuan Era during the Tang Dynasty. He was born in Chang'an, and his family was originally from India, according to a tomb stele uncovered in 1977 in Xi'an. The Gautama family had probably settled in China over many generations, and might have been present in China prior even to the foundation of the Tang Dynasty. He was most notable for his translation of Navagraha calendar into Chinese. He also introduced Indian numerals with zero (〇) in 718 in China as a replacement of counting rods.
  
  
  
  wn.com/Gautama_Siddha
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  Hipparchus
  Hipparchus/hɪˈpɑːrkəs/, or more correctly Hipparchos (Greek: Ἵππαρχος, Hipparkhos; c. 190 BC – c. 120 BC), was a Greek astronomer, geographer, and mathematician of the Hellenistic period. He is considered the founder of trigonometry.
  Hipparchus was born in Nicaea (now Iznik, Turkey), and probably died on the island of Rhodes. He is known to have been a working astronomer at least from 162 to 127 BC. Hipparchus is considered the greatest ancient astronomical observer and, by some, the greatest overall astronomer of antiquity. He was the first whose quantitative and accurate models for the motion of the Sun and Moon survive. For this he certainly made use of the observations and perhaps the mathematical techniques accumulated over centuries by the Chaldeans from Babylonia. He developed trigonometry and constructed trigonometric tables, and he solved several problems of spherical trigonometry. With his solar and lunar theories and his trigonometry, he may have been the first to develop a reliable method to predict solar eclipses. His other reputed achievements include the discovery of Earth's precession, the compilation of the first comprehensive star catalog of the western world, and possibly the invention of the astrolabe, also of the armillary sphere, which he used during the creation of much of the star catalogue. It would be three centuries before Claudius Ptolemaeus' synthesis of astronomy would supersede the work of Hipparchus; it is heavily dependent on it in many areas.
  
  wn.com/Hipparchus
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  Inca Empire
  The Inca Empire, or Inka Empire (Quechua: Tawantinsuyu), was the largest empire in pre-Columbian America. The administrative, political and military center of the empire was located in Cusco in modern-day Peru. The Inca civilization arose from the highlands of Peru sometime in the early 13th century.
  From 1438 to 1533, the Incas used a variety of methods, from conquest to peaceful assimilation, to incorporate a large portion of western South America, centered on the Andean mountain ranges, including, besides Peru, large parts of modern Ecuador, western and south central Bolivia, northwest Argentina, north and central Chile, and southern Colombia into a state comparable to the historical empires of Eurasia.
  The official language of the empire was Quechua, although hundreds of local languages and dialects of Quechua were spoken. The Inca referred to their empire as Tawantinsuyu which can be translated as The Four Regions or The Four United Provinces.
  There were many local forms of worship, most of them concerning local sacred "Huacas", but the Inca leadership encouraged the worship of Inti—the sun god—and imposed its sovereignty above other cults such as that of Pachamama. The Incas considered their King, the Sapa Inca, to be the "child of the sun."
  
  wn.com/Inca_Empire
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  Isaac Asimov
  Isaac Asimov (/ˈaɪzək ˈæzɨməv/ EYE-zək AZ-i-məv; born Isaak Yudovich Ozimov, Russian: Исаак Юдович Озимов; Yiddish: אייזיק יודאָוויטש אסימאוו; c. January 2, 1920 – April 6, 1992) was an American author and professor of biochemistry at Boston University, best known for his works of science fiction and for his popular science books. Asimov was one of the most prolific writers of all time, having written or edited more than 500 books and an estimated 90,000 letters and postcards. His works have been published in all ten major categories of the Dewey Decimal System (although his only work in the 100s—which covers philosophy and psychology—was a foreword for The Humanist Way).
  Asimov is widely considered a master of hard science fiction and, along with Robert A. Heinlein and Arthur C. Clarke, he was considered one of the "Big Three" science fiction writers during his lifetime. Asimov's most famous work is the Foundation Series; his other major series are the Galactic Empire series and the Robot series, both of which he later tied into the same fictional universe as the Foundation Series to create a unified "future history" for his stories much like those pioneered by Robert A. Heinlein and previously produced by Cordwainer Smith and Poul Anderson. He wrote many short stories, among them "Nightfall", which in 1964 was voted by the Science Fiction Writers of America the best short science fiction story of all time. Asimov wrote the Lucky Starr series of juvenile science-fiction novels using the pen name Paul French.
  
  wn.com/Isaac_Asimov
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  Moors
  The description Moors has referred to several historic and modern populations of Berber, Black African and Arab descent from Northern Africa, who came to conquer, occupy and rule the Iberian Peninsula for nearly 800 years.^{[citation needed]} At that time they were Muslim, although earlier the people had followed other religions. They called the territory Al Andalus, comprising most of what is now Spain and Portugal.
  " Moors" are not a distinct or self-defined people. Medieval and early modern Europeans applied the name primarily to Berbers, but also at various times to Arabs, Muslim Iberians and West Africans from Mali and Niger who had been absorbed into the Almoravid dynasty. Mainstream scholars observed in 1911 that "The term 'Moors' has no real ethnological value."
  The Andalusian Moors of the late Medieval era inhabited the Iberian Peninsula after the Moorish conquests of the Rashidun and Umayyad Caliphates, and the final Umayyad conquest of Hispania.^{[citation needed]} The Moors' rule stretched at times as far as modern-day Mauritania, West African countries, and the Senegal River. Earlier, the Classical Romans interacted with (and later conquered) parts of Mauretania, a state that covered northern portions of modern Morocco and much of north western and central Algeria during the classical period. The people of the region were noted in Classical literature as the Mauri.
  
  wn.com/Moors
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  Nigel Mansell
  Nigel Ernest James Mansell, CBE (born 8 August 1953 in Upton-upon-Severn, Worcestershire, England) is a British racing driver who won both the Formula One World Championship (1992) and the CART Indy Car World Series (1993). Mansell was the reigning F1 champion when he moved over to CART, being the first person to win the CART title in his debut season, making him the only person to hold both titles simultaneously.
  His career in Formula One spanned 15 seasons, with his final two full seasons of top-level racing being spent in the CART series. Mansell remains the most successful British Formula One driver of all time in terms of race wins with 31 victories, and is fourth overall on the Formula One race winners list behind Michael Schumacher, Alain Prost and Ayrton Senna. He held the record for the most number of poles set in a single season, which was broken in 2011 by Sebastian Vettel. He was rated in the top 10 Formula One drivers of all time by longtime Formula One commentator Murray Walker. In 2008, American sports television network ESPN ranked him 24th on their top drivers of all-time. He was also ranked #9 of the 50 greatest F1 drivers of all time by the Times Online on a list that also included such drivers as Alain Prost, Ayrton Senna, Jackie Stewart and Jim Clark.
  
  wn.com/Nigel_Mansell
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  Olmec
  The Olmec were the first major civilization in Mexico. They lived in the tropical lowlands of south-central Mexico, in the modern-day states of Veracruz and Tabasco.
  The Olmec flourished during Mesoamerica's Formative period, dating roughly from as early as 1500 BCE to about 400 BCE. Pre-Olmec cultures had flourished in the area since about 2500 BCE, but by 1600-1500 BCE Early Olmec culture had emerged centered around the San Lorenzo Tenochtitlán site near the coast in southeast Veracruz. They were the first Mesoamerican civilization and laid many of the foundations for the civilizations that followed. Among other "firsts", the Olmec appeared to practice ritual bloodletting and played the Mesoamerican ballgame, hallmarks of nearly all subsequent Mesoamerican societies.
  The most familiar aspect of the Olmecs is their artwork, particularly the aptly named "colossal heads". The Olmec civilization was first defined through artifacts which collectors purchased on the pre-Columbian art market in the late 19th century and early 20th century. Olmec artworks are considered among ancient America's most striking.
  
  wn.com/Olmec
• 
  Persian people
  The Persian people are part of the Iranian peoples who speak the modern Persian language and closely akin Iranian dialects and languages. The origin of the ethnic Iranian/Persian peoples are traced to the Ancient Iranian peoples, who were part of the ancient Indo-Iranians. The synonymous usage of Iranian and Persian has persisted over the centuries although some modern Western sources use Iranic/Iranian as a wider term that includes the term Persian as well as related Iranian languages and ethnic groups. However, these terms have been used both synonymously as well as in a complementary fashion since ancient times; as the Ancient Iranian peoples such as the Old Persians, Medes, Bactrians, Parthians and Avesta peoples considered themselves to be part of the greater Iranian ethnic stock.
  The term Persian translates to "from or of Persis" which is a region north of the Persian Gulf located in Pars, Iran. It was from this region that Cyrus the Great, the founder of the Achaemenid empire, united all other Iranian empires (such as the Medes and the Elamites), and expanded the Persian cultural and social influences by incorporating the Babylonian empire, and the Lydian empire. Although not the first Iranian empire, the Achaemenid empire is the first Persian empire well recognized by Greek and Persian historians for its massive cultural, military and social influences going as far as Athens, Egypt, and Libya.
  
  wn.com/Persian_people
• Pingala
  Pingala (Devanagari: पिङ्गल piṅgala) is the traditional name of the author of the Chandaḥśāstra (also Chandaḥsūtra), the earliest known Sanskrit treatise on prosody.
  Little is known about Piṅgala himself. In Indian literary tradition, he is variously identified either as the younger brother of Pāṇini (4th century BCE), or as Patañjali, the author of the Mahabhashya (2nd century BCE).
  The Chandaḥśāstra is a work of eight chapters in the late Sūtra style, not fully comprehensible without a commentary. It has been dated to either the final centuries BCE or the early centuries CE, at the transition between Vedic meter and the classical meter of the Sanskrit epics. This would place it close to the beginning of the Common Era, likely post-dating Mauryan times. The 10th century mathematician Halayudha wrote a commentary on the Chandaḥśāstra and expanded it.
  The Chandaḥśāstra presents the first known description of a binary numeral system in connection with the systematic enumeration of meters with fixed patterns of short and long syllables. The discussion of the combinatorics of meter corresponds to the binomial theorem. Halāyudha's commentary includes a presentation of the Pascal's triangle (called meruprastāra). Pingala's work also contains the Fibonacci number, called mātrāmeru, and now known as the Gopala–Hemachandra number.
  
  wn.com/Pingala
• 
  Pope Sylvester II
  Pope Sylvester II (or Silvester II) (c. 946 – 12 May 1003), born Gerbert d'Aurillac, was a prolific scholar, teacher, and Pope. He endorsed and promoted study of Arab/Greco-Roman arithmetic, mathematics, and astronomy, reintroducing to Europe the abacus and armillary sphere, which had been lost to Europe since the end of the Greco-Roman era. He was the first French Pope, reigning from 999 until his death. Due to his efforts to root out simony and other corruption within the Church, and his connection with science and intellectualism, there were many rumors and legends spread of Sylvester II being a sorcerer in league with the devil.
  Gerbert was born about 946 in the town of Belliac, near the present-day commune of Saint-Simon, Cantal, France. Around 963, he entered the monastery of St. Gerald of Aurillac. In 967, Borrell II of Barcelona (947–992), visited the monastery, and the abbot asked the Count to take Gerbert with him so that the lad could study mathematics in Spain and acquire there some knowledge of Arabic learning. In the following years, Gerbert studied under the direction of Atto, Bishop of Vic, some 60 km north of Barcelona, and probably also at the nearby Monastery of Santa Maria de Ripoll.
  
  wn.com/Pope_Sylvester_II
• 
  Ptolemy
  Claudius Ptolemy ( /ˈtɒləmi/; Greek: Κλαύδιος Πτολεμαῖος, Klaudios Ptolemaios; Latin: Claudius Ptolemaeus; c. AD 90 – c. AD 168), was a Greek-Roman citizen of Egypt who wrote in Greek. He was a mathematician, astronomer, geographer, astrologer, and poet of a single epigram in the Greek Anthology. He lived in Egypt under Roman rule, and is believed to have been born in the town of Ptolemais Hermiou in the Thebaid. This theory, proposed by Theodore Meliteniotes, could be correct, but it is late (ca. 1360) and unsupported. There is no reason to suppose that he ever lived anywhere else than Alexandria, where he died around AD 168.
  Ptolemy was the author of several scientific treatises, at least three of which were of continuing importance to later Islamic and European science. The first is the astronomical treatise now known as the Almagest (in Greek, Ἡ Μεγάλη Σύνταξις, "The Great Treatise", originally Μαθηματικὴ Σύνταξις, "Mathematical Treatise"). The second is the Geography, which is a thorough discussion of the geographic knowledge of the Greco-Roman world. The third is the astrological treatise known sometimes in Greek as the Apotelesmatika (Ἀποτελεσματικά), more commonly in Greek as the Tetrabiblos (Τετράβιβλος "Four books"), and in Latin as the Quadripartitum (or four books) in which he attempted to adapt horoscopic astrology to the Aristotelian natural philosophy of his day.
  
  wn.com/Ptolemy
• 
  Zeno of Elea
  Zeno of Elea ( /ˈziːnoʊ əv ˈɛliə/; Greek: Ζήνων ὁ Ἐλεάτης; ca. 490 BC – ca. 430 BC) was a pre-Socratic Greek philosopher of southern Italy and a member of the Eleatic School founded by Parmenides. Aristotle called him the inventor of the dialectic. He is best known for his paradoxes, which Bertrand Russell has described as "immeasurably subtle and profound".
  Little is known for certain about Zeno's life. Although written nearly a century after Zeno's death, the primary source of biographical information about Zeno is Plato's Parmenides dialogue. In the dialogue, Plato describes a visit to Athens by Zeno and Parmenides, at a time when Parmenides is "about 65," Zeno is "nearly 40" and Socrates is "a very young man". Assuming an age for Socrates of around 20, and taking the date of Socrates' birth as 469 BC gives an approximate date of birth for Zeno of 490 BC. Plato says that Zeno was "tall and fair to look upon" and was "in the days of his youth … reported to have been beloved by Parmenides".
  
  wn.com/Zeno_of_Elea

• PSP 12"
• Cry
• Old Man Sitting On The Back Porch
• I Ain't Satisfied
• Ayaya
• Mariachi
• The Everyday Love Song
• Hate In E Minor
• Her
• Stop
• Lullabye
• No More Mistook

• Not My Kind Of Girl
• Lost
• Spitleaf
• PSP 12``
• Christmas in July
• Lucy
• Lijo
• Not My Kind Of Girl (Reprise)

• Cada fio um sonho
• Agora eu sei (feat. Paulo Ricardo)
• Formosa
• Os olhos falam
• Passos no escuro
• Quero te contar
• Algum vício
• Quimeras
• Linha da vida
• Abuso de poder
• Medo de voar
• Carne humana
• Seu planeta
• Game over
• Sem pudor
• A luta e o prazer

• Not My Kind Of Girl
• Found
• Mama's Calling
• Dear Jesus
• Lucy
• Christmas in July
• All I lost
• Her
• Old Man
• Down & Out
• Not Yet

• Chance in a Million
• Horses
• Catalina
• End of the World Blues
• Home on the Range
• Forever Is Nowhere
• Mercury Blues
• Roll Me After

• Zero Theme
• NXD3
• Real Thing
• Xerox
• 2 The Rhythm
• Hexadecibel
• Mindbodysoul
• Testament
• 4 On The Floor Remix
• 2 The Rhythm (Remix 1)
• 2 The Rhythm (Remix 2)

• Soy escorpión
• Visitantes
• Siglo XXI
• Riga
• Tres coras
• Angeles caídos
• Ahuyentando el miedo (nuevo invierno)
• Persecución
• Tiempos olvidados
• Los guardianes del secreto
• Pasajeros
• El péndulo
• Naturaleza muerta
• Hijo de Dios
• Ciudad perdida
• No cambies

• A Little Wind a Little Water
• Tongue 'N Groove
• Gregg's Egg's
• Many Rivers to Cross
• This Is Your Brain on Drums
• Tangled Hangers
• Theme from Nancy Germany
• This Is Your Brain
• Super Sonic Transport

• Pits o' Thunder
• Friday's Child
• Roll Me Over
• Spoken For
• Possession
• 8 Below Zero
• Did I Mention
• Sun Sun Sun
• Ermaline
• Kissin' the Boo-Boo

• Cole's Law
• Papa Was A Rolling Stone
• This Is Your Brain On Drums Part 2
• Ermaline
• Forever Is Nowhere
• Home On The Range
• Little Wing
• I Want You (She's So Heavy)

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• timeline:
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