Proves a coarse Jacquet-Zagier trace identity for GL(n) with convergence and continuation results, then uses it to link adjoint L-function holomorphy to the Dedekind conjecture of degree n.
A relation between automorphic representations of GL (2) and GL (3)
2 Pith papers cite this work. Polarity classification is still indexing.
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Derives lower bound for Dirichlet density of v with |a_v(π1)| > |a_v(π2)| for non-twist-equivalent unitary cuspidal automorphic representations of GL(2), improving bound for inequality of absolute values.
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A Coarse Jacquet-Zagier Trace Formula for GL($n$) with Applications
Proves a coarse Jacquet-Zagier trace identity for GL(n) with convergence and continuation results, then uses it to link adjoint L-function holomorphy to the Dedekind conjecture of degree n.
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Comparing Hecke eigenvalues for pairs of automorphic representations for GL(2)
Derives lower bound for Dirichlet density of v with |a_v(π1)| > |a_v(π2)| for non-twist-equivalent unitary cuspidal automorphic representations of GL(2), improving bound for inequality of absolute values.