The Honors Class: Hilbert's Problems and Their SolversThis eminently readable book focuses on the people of mathematics and draws the reader into their fascinating world. In a monumental address, given to the International Congress of Mathematicians in Paris in 1900, David Hilbert, perhaps the most respected mathematician of his time, developed a blueprint for mathematical research in the new century. |
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Aleksandrov algebraic geometry algebraic numbers algebraic topology analysis analytic arithmetic Arnold Artin axiom of choice axioms became Bieberbach Bolibruch Braun calculation calculus of variations called Cantor class field theory Cohen complete constructed continuum hypothesis countable Darboux Davis Dehn Dehn's differential equations diophantine equations elliptic ematicians ematics existence father Fermat's last theorem finite number formal Frankfurt Gelfond geometry German Gleason Gödel Göttingen Hasse Hilbert Hilbert's problems Hilbert's tenth problem Honda ideas infinite integral Julia Kolmogorov later lectures logic math mathematicians mathematics Matiyasevich method Montgomery Moscow Natascha natural numbers Nazi number theory paper physics Poincaré polynomial prime numbers prob probably professor proof proved published question real numbers Reid result Riemann rigorous Russian says Schneider set theory Siegel solution solved statement Takagi talk Taylor & Francis tenth problem theorem tion topology University variables Weyl whole numbers writes wrote zeta function Zippin