"Mathematician" Essays and Research Papers

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    Math Trivia

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    mathematical ideas also ran afoul of some religious "philosophers" who‚ as is usually the case‚ are never ever open minded enough to consider truly groundbreaking ideas (virtually by definition‚ seeing as they are religionists). because "many mathematicians agreed with Kronecker that the completed infinite may be part of philosophy or theology‚ but that it has no proper place in mathematics". Even the great Gauss‚ according to the wikipedia article was saying that "Infinity is nothing more than

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    mathematics. One of the most recognized achievements of the Gupta period was the highly accurate calculation of pi‚ made by the renowned mathematician Aryabhata. Before this time‚ pi‚ the value that explained the relationships between the area‚ circumference‚ diameter‚ radius‚ and volume of circles and spheres‚ was frequently represented by Indian mathematicians as three‚ or the square root of ten. (Although both of these values are far from accurate‚ the fact that the civilization had a knowledge

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    John Nash Jr

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    JOHN FORBES NASH JR. CLARKE R. REECE MATHMATICS PROF. KEVIN DENT 08/03/2012 John Forbes Nash Jr. was born June 13‚ 1928 in Bluefield‚ West Virginia. Mr. Nash Jr. is an American mathematician who won the 1994 Nobel Prize for his works in the late 1980’s on game theory. Game theory is the study of strategic decision making or more formally known as the mathematical models of conflict and cooperation between intelligent and rational decision

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    Tycho Brahe‚ was an astronomer and mathematician who lived between 1571 - 1630. By 1589 he was accepted to the University of Tubingen and began studying astronomy‚ mathematics‚ philosophy‚ and theology. He also learned astronomy from Michael Mastlin‚ who was an adamant believer in the heliocentric theory of Copernicus. Mastlin taught the Ptolemaic system because it was part of the universities. In 1594 the university recommended Kepler to become a mathematician at the Lutheran school at Graz after

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    Science

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    INTRODUCTION Science (Latin‚ scientia‚ from scire‚ “to know”)‚ term used in its broadest sense to denote systematized knowledge in any field‚ but usually applied to the organization of objectively verifiable sense experience. The pursuit of knowledge in this context is known as pure science‚ to distinguish it from applied science‚ which is the search for practical uses of scientific knowledge‚ and from technology‚ through which applications are realized. For additional information‚ see separate

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    Gottfried Leibniz

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    grew up with a religious and moral value set environment. Those values were an important contribution to Gottfried’s philosophy and life in the future. Leibniz was a German philosopher and mathematician. With Leibniz’s ideas and theories‚ he became a prominent figure in mathematics and was a major mathematician that greatly contributed to calculus. Leibniz’s contribution to the invention of infinitesimal calculus was monumental and is widely recognized as modern mathematics starting point. Leibniz’s

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    Tycho Brahe

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    Although many scientist and mathematicians are perceived by people as nerdy men and women engulfing all their time studying boring numbers and theories‚ this was not the case for Tycho Brahe. Brahe entered the world into a noble family on December 14th 1546; however‚ he was captured by his uncle who persistently raised the boy to study Law. Yet‚ his passion was not in the pursuit of law‚ but in Astronomy and Alchemy. After attending the University of Copenhagen and various German Universities‚ he

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    Greek mathematician of the ancient world. He lived from 287BC to 212BC. His life story is very interesting. Mohamed : Can you please tell us one story? Father : King Heron was ruling the country at that time………………………… (The curtain closes and the Narrator speak in front of the closed curtain) Narrator : During the ruling time of King Heron‚ lived a famous mathematician whose theorems and philosophies became worldwide. He was no other but Archimedes the Greek mathematician. On one

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    Euclid

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    discovered principles concerning lengths‚ angles‚ areas‚ and volumes‚ which were developed to meet some practical need in surveying‚ construction‚ astronomy‚ and various crafts. Among these were some surprisingly sophisticated principles‚ and a modern mathematician might be hard put to derive some of them without the use of calculus. For example‚ both the Egyptians and the Babylonians were aware of versions of the Pythagorean theorem about 1500 years beforePythagoras; the Egyptians had a correct formula for

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    Shakuntala Devi

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    prodigy met Albert Einstein and even he was taken aback by this acclaimed genius’ skills. She was able to answer all of his challenging mathematical problems‚ prompting him to call her a "Mathematical Wizard". Apart from being an unparalleled mathematician‚ Devi was also an astrologer‚ activist and a prolific writer‚ whose works went on to inspire millions of people. Some of her best-known works are ’Figuring: the Joy of Numbers’‚ ’Astrology for You’‚ ’Perfect Murder’ and ’The World of Homosexuals’

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