Cantor founded set theory & introduced the mathematically meaningful concept of transfinite numbers, indefinitely large but distinct from one another. Georg Ferdinand Ludwig Philipp Cantor was born on March 3, 1845 in Saint Petersburg, Russia, to Georg Waldemar Cantor and Maria Anna Bohm. S M Srivastava is a Professor at the Indian Statistical Institute, Kolkata. Cantor was brought up as a staunch Protestant and inherited the love for the arts from his parents. ... point set topology by Georg Cantor (1845 - 1918). How did Cantor die? In 1874, those around CANTOR began for the first time to notice that he was suffering from a deep depression. What did Georg Cantor discover? Mannigfaltigkeitslehre (Foundations of a general theory of aggregates) did not receive the hoped-for positive response. Indeed, the number of opponents only increased. Abstract. S M Srivastava Keywords Trigonometric series, sets of uniqueness, accumulation points, derived sets, power of a set, ordinal numbers, transfinite induction. In order to solve a precise problem on trigonometric series, “Can a function have more than one representation by a trigonometric series” the great German mathematician Georg Cantor created set theory and laid the foundations of the theory of real numbers. On January 6, 1918, Cantor had a deadly heart attack, in the Sanatorium. This discovery had. a profound impact on mathematics. His father was a German Protestant and his mother was Russian Roman Catholic. How did Cantor Discover Set Theory and Topology? Where did Cantor live? How did Cantor discover set theory and topology? T oday it is hardly possible to. His interest is in descriptive set theory and logic. German inventions and discoveries are ideas, objects, processes or techniques invented, innovated or discovered, partially or entirely, in Germany or abroad by a person from Germany (that is, someone born in Germany – including to non-German parents – or born abroad with at least one German parent and who had the majority of their education or career in Germany).

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