Yahoo India Web Search

Search results

  1. e-mail: ksound (at)math (dot)stanford (dot)edu. I moved to Stanford in 2006. Previously I was on the faculty of the University of Michigan. In the past, I have also been supported by the American Institute of Mathematics .

  2. Kannan Soundararajan (born December 27, 1973) is an Indian-born American mathematician and a professor of mathematics at Stanford University. Before moving to Stanford in 2006, he was a faculty member at University of Michigan, where he had also pursued his undergraduate studies.

  3. Anne T. and Robert M. Bass Professor of the School of Humanities and Sciences. Professor. Email. ksound@math.stanford.edu. Office. Building 380, 383-W. Telephone.

  4. Kannan Soundararajan. Anne T. and Robert M. Bass Professor of the School of Humanities and Sciences Mathematics. Bio. ACADEMIC APPOINTMENTS. • Professor, Mathematics. Teaching. COURSES. 2023-24. Modern Mathematics: Discrete Methods: MATH 62DM (Win) Topics in Number Theory: MATH 249C (Spr) 2022-23. Elementary Theory of Numbers: MATH 152 (Win)

  5. Kannan Soundararajan is part of Stanford Profiles, official site for faculty, postdocs, students and staff information (Expertise, Bio, Research, Publications, and more). The site facilitates research and collaboration in academic endeavors.

  6. ‪Professor of Mathematics, Stanford University‬ - ‪‪Cited by 4,691‬‬ - ‪Mathematics‬ - ‪Number Theory‬

  7. Professor Soundararajan is a top analytic number theorist whose contributions to mathematics are in the great tradition of G.H. Hardy, John Littlewood and Srinivasa Ramanujan. His recent work brings out the beautiful connections between classical number theory and quantum physics.

  8. Kannan Soundararajan (Professor) Manage my profile. (650) 723-2629. ksound. I'm-not-a-bot. @math.stanford.edu. Currently teaching. MATH 62DM: Modern Mathematics: Discrete Methods (Winter) MATH 249C: Topics in Number Theory (Spring)

  9. Kannan Soundararajan. We establish a general principle that any lower bound on the non-vanishing of central $L$-values obtained through studying the one-level density of low-lying zeros can be...

  10. A course by Kannan Soundararajan LATEXed by Ian Petrow September 19, 2011 Contents 1 Introduction; Transcendence of eand ˇ is algebraic if there exists p2Z[x], p6= 0 with p( ) = 0, otherwise is called transcendental . Cantor: Algebraic numbers are countable, so transcendental numbers exist,