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"In it, Jourdain outlines the contributions of many of Cantor¿s forerunners¿including Fourier, Dirichlet, Cauchy, Weierstrass, Riemann, Dedekind, and Hankel¿and then further contextualizes Cantor¿s groundbreaking theory by recounting and examining his earlier work. In this volume, Cantor addresses: ¿ the addition and multiplication of powers ¿ the exponentiation of powers ¿ the finite cardinal numbers ¿ the smallest transfinite cardinal number aleph-zero ¿ addition and multiplication of ordinal types ¿ well-ordered aggregates ¿ the ordinal numbers of well-ordered aggregates ¿ and much more. German mathematician GEORG CANTOR (1845-1918) is best remembered for formulating set theory. His work was considered controversial at the time, but today he is widely recognized for his important contributions to the field of mathematics." Philosophical Dictionary: Caird-Catharsis Caird Edward Scottish Hegelian philosopher. Caird was one of the first generation of 'British idealists' whose philosophical work was largely in reaction to the ... Zenos Paradoxes Internet Encyclopedia of Philosophy Zenos Paradoxes. In the fifth century B.C.E. Zeno of Elea offered arguments that led to conclusions contradicting what we all know from our physical experience ... Georg Cantor German mathematician Britannica.com German mathematician who founded set theory and introduced the mathematically meaningful concept of transfinite numbers indefinitely large but distinct from one another. John von Neumann Biography Accomplishments ... Though no longer a teacher von Neumann became a Princeton legend. It was said that he played practical jokes on Einstein could recite verbatim books that he had ... The 200 Greatest Mathematicians - fabpedigree.com The Greatest Mathematicians of the Past ranked in approximate order of "greatness." To qualify the mathematician must be born before 1930 and his work must have John von Neumann - Wikipedia John von Neumann (/ v n n m n /; Hungarian: Neumann Jnos Lajos pronounced [njmn jano ljo]; December 28 1903 February 8 1957 ... Josh May Internet Encyclopedia of Philosophy The Evidential Problem of Evil. The evidential problem of evil is the problem of determining whether and if so to what extent the existence of evil (or certain ... List of Important Mathematicians - The Story of Mathematics The Story of Mathematics - List of Important Mathematicians ... Prehistoric Mathematics; Sumerian/Babylonian Mathematics; Egyptian Mathematics Topology (electrical circuits) - Wikipedia The topology of an electronic circuit is the form taken by the network of interconnections of the circuit components. Different specific values or ratings of the ... (02 1) - math.snu.ac.kr ( 3 2002 1 ) : : 27-428 : 880-6535 :
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