List questions from arithmetic-geometry

Published on 08 Mar 2012 - 20:41

105

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Is the degree of a Galois morphism bounded by $84(g-1)$

Published on 09 Mar 2012 - 9:02

82

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What applications does the theory of fibered surfaces have

Published on 11 Mar 2012 - 21:38

71

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What are the branch points of $X(n)\to X(1)$

Published on 13 Mar 2012 - 21:36

272

Views

Is the Fermat scheme $x^p+y^p=z^p$ always normal

Published on 01 Apr 2012 - 14:00

354

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Can a non-proper variety contain a proper curve

Published on 25 Mar 2026 - 23:09

1.2k

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Is there a fundamental domain for $\Gamma(2)$ contained in the following strip

Published on 17 Apr 2012 - 8:06

213

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Twists of rational points

Published on 26 Apr 2012 - 16:27

3.4k

Views

Why is Hodge more difficult than Tate?

Published on 27 Mar 2026 - 6:51

286

Views

Flatness of residual representations associated to modular forms

Published on 30 Apr 2012 - 3:18

77

Views

Defining invariants of varieties over fields

Published on 06 May 2012 - 9:18

244

Views

The universal cover of the multiplicative group over the field of algebraic numbers

Published on 08 May 2012 - 19:14

11.3k

Views

Translation for EGA/SGA

Published on 24 May 2012 - 1:47

403

Views

Does every curve over a number field have infinitely many rational functions of fixed degree

Published on 28 May 2012 - 7:50

189

Views

Very special rational points on curves over number fields

Published on 29 May 2012 - 18:42

List Question

Does the absolute Galois group act on the moduli space of curves

Is the degree of a Galois morphism bounded by $84(g-1)$

What applications does the theory of fibered surfaces have

What are the branch points of $X(n)\to X(1)$

Is the Fermat scheme $x^p+y^p=z^p$ always normal

Can a non-proper variety contain a proper curve

Is there a fundamental domain for $\Gamma(2)$ contained in the following strip

Twists of rational points

Why is Hodge more difficult than Tate?

Flatness of residual representations associated to modular forms

Defining invariants of varieties over fields

The universal cover of the multiplicative group over the field of algebraic numbers

Translation for EGA/SGA

Does every curve over a number field have infinitely many rational functions of fixed degree

Very special rational points on curves over number fields

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