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VIDEO LIBRARY |
International conference on Analytic Number Theory dedicated to 75th anniversary of G. I. Arkhipov and S. M. Voronin
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On the de Bruijn-Newman constant H. Ki Yonsei University |
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Abstract: If $$ \Xi_{\lambda}(t) = \int_{0}^{\infty} e^{\frac{\lambda}{4}(\log x)^2 + \frac{it}{2}\log x}\left( x^{5/4}\sum_{n=1}^{\infty}\left(2n^4 \pi^2 x - 3n^2\pi\right)e^{-n^2 \pi x}\right)\frac{dx}{x} $$ has only real zeros, then the de Bruijn-Newman constant * Conference identificator: 947 3270 9056 Password: 555834 |