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Rudnick先生：
Together with Peter Sarnak, he has formulated the Quantum Unique Ergodicity conjectures[4] for eigenfunctions on negatively curved manifolds,[5] and has investigated the question arising from Quantum Chaos in other arithmetic models such as the Quantum Cat map (with Par Kurlberg) and the flat torus (with CP Hughes and with Jean Bourgain).
（参考）
URLﾘﾝｸ(en.wikipedia.org)
Zeev Rudnick or Ze'ev Rudnick (born 1961 in Haifa, Israel) is a mathematician, specializing in number theory and in mathematical physics, notably quantum chaos. Rudnick is a professor at the School of Mathematical Sciences and the Cissie and Aaron Beare Chair in Number Theory at Tel Aviv University.
Research
Rudnick has been studying different aspects of quantum chaos and number theory. He has contributed to one of the discoveries concerning the Riemann zeta function, namely, that the Riemann zeros appear to display the same statistics as those which are believed to be present in energy levels of quantum chaotic systems and described by random matrix theory.[3] Together with Peter Sarnak, he has formulated the Quantum Unique Ergodicity conjectures[4] for eigenfunctions on negatively curved manifolds,[5] and has investigated the question arising from Quantum Chaos in other arithmetic models such as the Quantum Cat map (with Par Kurlberg) and the flat torus (with CP Hughes and with Jean Bourgain). Another interest is the interface between function field arithmetic and corresponding problems in number fields.
References
4. Tao, Terence (2008). Structure and Randomness: Pages from Year One of a Mathematical Blog. American Mathematical Society. ISBN 9780821886281.
URLﾘﾝｸ(books.google.co.jp)
5. Mathematicians Illuminate Deep Connection Between Classical And Quantum Physics, Science Daily
URLﾘﾝｸ(www.sciencedaily.com)