List questions from automorphic-forms

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Graphs with automorphism $D_n \times G$ where $G$ is any finite permutation group

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Functions Automorphic Under $\Gamma_0(p)$

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what does $L(s, \pi \times \chi)$ mean in analytic number theory?

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Spectral decomposition of $L^2(\Gamma \setminus \mathbb{H})$

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Automorphic forms of non-integral weight

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The definition of Mordell operator.

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proof of congruence of Ramanujan $\tau$ function

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computing the fundamental domain for $\Gamma_0(4) \backslash \mathbb{H}$

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A detailed explanation of why $\zeta(s)$ has a gamma factor in the spirit of the corresponding axiom related to the Selberg class

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How many cusps of modular forms on $\Gamma_0(l^j)$?

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The dimension of the space of cusp forms

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How to define a measure on a quotient space

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List Question

Motivation and reducibility of principal series

Graphs with automorphism $D_n \times G$ where $G$ is any finite permutation group

Reference for automorphic form via representation theory

Functions Automorphic Under $\Gamma_0(p)$

what does $L(s, \pi \times \chi)$ mean in analytic number theory?

Spectral decomposition of $L^2(\Gamma \setminus \mathbb{H})$

Automorphic forms of non-integral weight

The definition of Mordell operator.

proof of congruence of Ramanujan $\tau$ function

Good applications of modular forms on $SL_2(\mathbb{Z})$

computing the fundamental domain for $\Gamma_0(4) \backslash \mathbb{H}$

A detailed explanation of why $\zeta(s)$ has a gamma factor in the spirit of the corresponding axiom related to the Selberg class

How many cusps of modular forms on $\Gamma_0(l^j)$?

The dimension of the space of cusp forms

How to define a measure on a quotient space

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