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THEMATIC PROGRAMS |
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| April 25, 2024 |
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Thematic Year on Automorphic Forms March 20, 2003 - 2:00 pm
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"In 1899, de la
Vallee Poissin found a "standard" zero-free region for
the Riemann zeta function which expresses itself as a lower bound for $\zeta(1+it)$. Recently, P. Sarnak (at Shalika's 60th Birthday Conference,
2002) discussed some new results coming from generalizations of this region for automorphic L-functions $L(s,\pi,r)$; our talk will be centered around these."
the Riemann zeta function which expresses itself as a lower bound for $\zeta(1+it)$. Recently, P. Sarnak (at Shalika's 60th Birthday Conference,
2002) discussed some new results coming from generalizations of this region for automorphic L-functions $L(s,\pi,r)$; our talk will be centered around these."
For more details on the thematic year, see Program Page