WHEN IS AN L-FUNCTION NON-VANISHING IN PART OF THE CRITICAL STRIP?

Stephen Gelbart

Type: Book-Chapter

Publication Date: 2007-11-01

Citations: 0

DOI: https://doi.org/10.1142/9789812770790_0004

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Locations

Lecture notes series, Institute For Mathematical Sciences - View

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Works That Cite This (0)

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Works Cited by This (8)

Action	Title	Year	Authors
+	Riemann's Zeta Function	1974	Harold M. Edwards
+	The Trace Class Conjecture in the Theory of Automorphic Forms	1989	Werner Müller
+ PDF Chat	Functorial Products for GL 2 × GL 3 and the Symmetric Cube for GL 2	2002	Henry H. Kim Freydoon Shahidi
+	A non-vanishing theorem for zeta functions ofGL n	1976	Herv� Jacquet J. A. Shalika
+	On a convolution ofL-series	1969	A. P. Ogg
+ PDF Chat	A new method for lower bounds of L-functions	2004	Stephen Gelbart Erez Lapid Peter Sarnak
+	Lower bounds for L -functions at the edge of the critical strip	2006	Stephen Gelbart Erez Lapid
+	A trace formula for reductive groups. II : applications of a truncation operator	1980	James Arthur