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Arithmetic on modular curves

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#number-theory #reference-request #modular-arithmetic #elliptic-curves #modular-forms
551
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A special modular function: $ j $-invariant.

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#special-functions #elliptic-curves #modular-forms
248
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field of rational functions of a curve

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#algebraic-number-theory #algebraic-curves #modular-forms #arithmetic-geometry
89
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Regarding the connected component of $|1/J| < 1$ containing $\infty$

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#general-topology #algebraic-geometry #modular-forms
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Modular Forms: Find a set of representatives for the cusps of $\Gamma_0(4)$

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#abstract-algebra #modular-forms
151
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The ring of modular forms for $\Gamma_0(11)$

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#number-theory #modular-forms
164
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Definition of a "modular Galois representation"

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#reference-request #representation-theory #definition #modular-forms #galois-representations
392
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Example of holomorphic modular form of weight 2?

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#analytic-number-theory #modular-forms
355
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The character of a newform

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#modular-forms #galois-representations
102
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Formula for $q$-expansion of weight 2 modular forms

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#reference-request #power-series #modular-forms
195
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Question about $q$-expansion principle for modular forms

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#number-theory #polynomials #modular-forms
919
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Ideal of cusp forms for $\Gamma_0(4)$ is principal

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#number-theory #modular-forms
235
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Action of full modular group on higher level modular functions

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#modular-forms #modular-group
280
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Show the Dedekind $\eta(\tau)$ function is a modular form of weight $\frac{1}{2}$ for $\Gamma_0(6)$

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#modular-forms #mobius-transformation
271
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If $f(z)$ is a modular form then $f(Nz)$ is in $M_k(\Gamma_0(N))$

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#modular-forms

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