Advances In The Theory Of Automorphic Forms And Their L-functions: Workshop In Honor Of James Cogdell's 60th Birthday, October 16-25, 2013, Erwin ... Vienna, Austria (contemporary Mathematics)
by David Soudry /
2016 / English / PDF
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This volume contains the proceedings of the workshop on "Advances
in the Theory of Automorphic Forms and Their $L$-functions" held in
honor of James Cogdell's 60th birthday, held from October 16-25,
2013, at the Erwin Schrodinger Institute (ESI) at the University of
Vienna. The workshop and the papers contributed to this volume
circle around such topics as the theory of automorphic forms and
their $L$-functions, geometry and number theory, covering some of
the recent approaches and advances to these subjects. Specifically,
the papers cover aspects of representation theory of $p$-adic
groups, classification of automorphic representations through their
Fourier coefficients and their liftings, $L$-functions for
classical groups, special values of $L$-functions, Howe duality,
subconvexity for $L$-functions, Kloosterman integrals, arithmetic
geometry and cohomology of arithmetic groups, and other important
problems on $L$-functions, nodal sets and geometry.
This volume contains the proceedings of the workshop on "Advances
in the Theory of Automorphic Forms and Their $L$-functions" held in
honor of James Cogdell's 60th birthday, held from October 16-25,
2013, at the Erwin Schrodinger Institute (ESI) at the University of
Vienna. The workshop and the papers contributed to this volume
circle around such topics as the theory of automorphic forms and
their $L$-functions, geometry and number theory, covering some of
the recent approaches and advances to these subjects. Specifically,
the papers cover aspects of representation theory of $p$-adic
groups, classification of automorphic representations through their
Fourier coefficients and their liftings, $L$-functions for
classical groups, special values of $L$-functions, Howe duality,
subconvexity for $L$-functions, Kloosterman integrals, arithmetic
geometry and cohomology of arithmetic groups, and other important
problems on $L$-functions, nodal sets and geometry.
