Marc Palm's user avatar
Marc Palm's user avatar
Marc Palm's user avatar
Marc Palm
  • Member for 13 years, 5 months
  • Last seen more than a month ago
2 votes

Generic topology on a field

2 votes

Regularity assumption in the simple trace formula

2 votes

Questions on constructions of supercuspidal representations

2 votes

Integration over special unitary group

2 votes

Banach algebra for measures induced by Haar measures

2 votes

Adelic methods for classical modular forms

2 votes

Decomposition into irreducibles of the representation $L^2(SL_2(\mathbb{C})/\Gamma)$ for $\Gamma$ geometrically finite

2 votes

Eigenvalues of Laplacian

2 votes

On link between Riemann hypothesis and partial GRH

2 votes

Is a unitary representation always semisimple?

2 votes

Looking for a reference: double orthogonal complement in $(\mathbb{Z}/q\mathbb{Z})^n$

1 vote
Accepted

Modular Forms w.r.t. different representations linearly independent?

1 vote

What do orbital integrals have to do with reciprocity?

1 vote

Pullback of automorphic forms

1 vote
Accepted

Possible to have Poisson Summation formula with coefficient of modular forms? (for some functions)

1 vote

Uniform distribution in (non-compact) locally compact spaces

1 vote

The measure on the harmonic spectrum from Selberg trace formula

1 vote

cuspidal kernel function

1 vote

Double Density Theorem?

1 vote

Analytic criteria for the support of the Plancherel measure for SL(2,Qp), spherical functions

1 vote
Accepted

reference help about a result on representation theory

1 vote
Accepted

What is the logarithmic derivative of an (intertwining) operator?

1 vote

Can $T$ act trivial in a repn of SL$_2(\mathbb{Z}_N)$?

1 vote

Decomposition of $L^2(\Gamma \backslash G)$

1 vote
Accepted

Spherical functions for sl(2,Q_p)

1 vote

Writing a basis of a representation for $\mathrm{GL}_2(\mathbb Q_p)$ in terms of the new vector

1 vote

Effect on Hecke operator on $\Gamma(N)$ Eisenstein series

1 vote
Accepted

Maass-Hecke construction

1 vote

Counterexamples for (weak) multiplicity one

1 vote

How to compute the first eigenvalue of hyperbolic space ${H^2}$and ${H^n}$?

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