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Automorphic Sl₂-Periods and the Subconvexity Problem for Gl₂ × Gl₃
2020We prove a new (conditional) result toward the subconvexity problem for certain automorphic L-functions for GL₂ × GL₃. This follows from the computation of new SL₂-period integrals associated with newforms f and g of even weight and odd squarefree level.
Pal, Aprameyo, de Vera-Piquero, Carlos
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Rankin-Selberg convolutions for GL(n)×GL(n) and GL(n)×GL(n−1) for principal series representations
Science China Mathematics, 2023Jian-Shu Li +3 more
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First moments of GL(3)×GL(2) and GL(2)L‐functions and their applications
Mathematische NachrichtenAbstract Let be a self‐dual Hecke–Maaß form for underlying the symmetric square lift of a ‐newform of square‐free level and trivial nebentypus. In this paper, we are interested in the first moments of the central values of ‐functions and ‐functions.
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2009
In the paper is presented a relatively simple classification of the unitary duals of GL(n, F) for F the field of complex or real numbers. The approach is uniform in the local field F.
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In the paper is presented a relatively simple classification of the unitary duals of GL(n, F) for F the field of complex or real numbers. The approach is uniform in the local field F.
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On Converse Theorems for GL(2) and GL(1)
American Journal of Mathematics, 1981openaire +1 more source
$$GL^+$$ G L + and $$GL^-$$ G L - Regressions
2017Charles Andoh, Lord Mensah, Francis Atsu
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Polynomials for $$\mathrm{GL}_p\times \mathrm{GL}_q$$ GL p × GL q orbit closures in the flag variety
Selecta Mathematica, 2014Benjamin J. Wyser, Alexander Yong
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