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Abstract: Dirichlet’s 1837 proof of his theorem on primes in arithmetic progressions depended on the non-vanishing of L(1,\chi) for nonprincipal characters. The Birch and Swinnerton-Dyer conjecture relates the rank of an elliptic curve to the order of vanishing of its L-function at the central point. Determining whether an individual central value vanishes can be difficult, […] |
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Atul Vyas was an outstanding CMC student who was majoring in Mathematics and Physics. He tragically lost his life in a train crash that occurred on September 12, 2008 in Chatsworth, California. The Mathematical Sciences Department at CMC fondly remembers Atul as someone who was equally excited by the power of mathematical abstraction and the […] |
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Speaker: Giuseppe Martone (Sam Houston State University) Title: TBA Abstract: TBA _______ We especially welcome all undergraduates and graduate students to attend topology seminar! Room: Roberts South 103 |
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This GEMS session will be facilitated by Professor Jasmine Camero from Pomona College. Title: Loops and Lines: What Math and Bracelets Have in Common Abstract: Can you make a bracelet out of points? Join us for an interactive adventure where beads and bracelets become a way to explore mathematical curves! We’ll discover how mathematicians find […] |
