Leonardo da vinci famous scientific accomplishments
As a consequence of marvelous instruction in the art, to the nine digits of the Hindus, the knowledge of the art very much appealed to me before all others, and for it I realized that all its aspects were studied in Egypt, Syria, Greece, Sicily.
(Liu's successors in China included Zu Chongzhi, who did determine sphere's volume, and whose approximation for held the accuracy record for nine centuries.) Top Diophantus of Alexandria (ca 250) Greece, Egypt Diophantus was one of the most influential mathematicians of antiquity; he tabella taglie nike tiempo wrote several books.
As a youth he dazzled his teachers by constructing toys that appeared to be "Perpetual Motion Machines." At the age of 19, he achieved fame by finding a Fourier series that diverges almost everywhere, and decided to devote himself to mathematics.
Along with Cayley and Sylvester, he founded the important theory of invariants.Home-schooled and self-taught, he started as a student of languages and literature, was influenced by an arithmetic prodigy his own age, read Euclid, Newton and Lagrange, found an error by Laplace, and made new discoveries in optics; all this before the age of seventeen when.He made revolutionary advances in fluid dynamics and celestial motions; he anticipated Minkowski space and much of Einstein's Special Theory of Relativity (including the famous equation E mc2 ).He once wrote "To isolate mathematics from the practical demands of the sciences is to invite the sterility of a cow shut away from the bulls." Top Arthur Cayley (1821-1895) England Cayley was one of the most prolific mathematicians in history; a list of the.Interwoven with some kind of pessimism and mystical attitude to life which is not mathematics." As a young man, Brouwer spent a few years to develop topology, but once his great talent was demonstrated and he was offered prestigious professorships, he devoted himself to Intuitionism.He developed the theory of logarithms and improved on Napier's tables.
He was so prolific and original that some of his work went unnoticed (for example, Weierstrass became famous for showing a nowhere-differentiable continuous function; later it was found that Riemann had casually mentioned one in a lecture years earlier).Fermat and Descartes independently discovered analytic geometry, but it was Fermat who extended it to more than two dimensions, and followed up by developing elementary calculus.Although his clever code-breaking algorithms were his most spectacular contributions at Bletchley Park, he was also a key designer of the Bletchley "Bombe" computer.Gauss became famous when he used an 8th-degree polynomial equation to successfully predict Ceres' orbit.Although some of the guilds accepted the illegitimate sons of their members, that was not the case with the Arte dei Giuduci e Notai, the venerable (founded in 1197) guild of judges and notaries to which Leonardos father belonged.He may have been first to note that the square root of any integer, if not itself an integer, must be irrational.His observations of the planets with Brahe, along with his study of Apollonius' 1800-year old work, led to Kepler's three Laws of Planetary Motion, which in turn led directly to Newton's Laws of Motion.Weyl was also a very influential figure in all three major fields of 20th-century physics: relativity, unified field theory and quantum mechanics.
Hilbert was warmly regarded by his colleagues and students, and contributed to the careers of several great mathematicians and physicists including Georg Cantor, Hermann Minkowski, Hermann Weyl, John von Neumann, Emmy Noether, Alonzo Church, and Albert Einstein.
Though the term ring itself was coined by Hilbert, Dedekind introduced the terms module, field, and ideal.
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