match his outstanding brilliance: he failed to adopt Leibnizian calculus with which great progress was being made on the Continent, and much of his best work was published posthumously. The core foundation of Hindu belief is that Vedas contain source of all knowledge physical or metaphysical. But James Gregory is most famous for his mathematics, making many of the same discoveries as Newton did: the Fundamental Theorem of Calculus, interpolation method, and binomial theorem. You can read a 1912 translation of parts of The Method on-line.) Top Eratosthenes of Cyrene (276-194 BC) Greek domain Eratosthenes was one of the greatest polymaths; he is called the Father of Geography, was Chief Librarian at Alexandria, was a poet, music theorist, astronomer. He partially resolved both Hilbert's 1st and 2nd Problems, the latter with a proof so remarkable that it was connected to the drawings of Escher and music of Bach in the title of a famous book. Descartes, who once wrote "I began where Vieta finished is now extremely famous, while Vieta is much less known. Dyaam Andahat Other planets in sky as well.
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Nevertheless I'd want to include them in any longer list, so I've tucked these ambiguous cases into the #71-#75 slots. His Inequality of Determinants and some of his theorems are named after others (Hadamard was first to prove Brouwer's Fixed-Point Theorem for arbitrarily many dimensions). So impressive in their perfection as to create a feeling akin to awe in the mind of the reader." Archimedes made advances in number theory, algebra, and analysis, but is most renowned for his many theorems of plane and solid geometry. Top Christian Felix Klein (1849-1925) Germany Klein's key contribution was an application of invariant theory to unify geometry with group theory. Zhoubi Suanjing ) which might have been written about 1000. Top Nicole Oresme (ca ) France Oresme was of lowly birth but excelled at school (where he was taught by the famous Jean Buridan became a young professor, and soon personal chaplain to King Charles. He was first to anticipate forms like the Lakes of Wada, leading eventually to other measure-theory "paradoxes." Several great mathematicians, including Weyl, were inspired by Brouwer's work in topology. When you are blocked by the one whom you gifted your own light (moon then earth gets scared by sudden darkness. important results in differential equations, differential algebra, differential geometry; a key result about conformal mappings; and an invariance law about trajectories in phase space which leads to the Second Law of Thermodynamics and is key to Hamilton's work in physics.