Masse

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Name	Masse
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142

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Corresponding notion of unramified for motives (or de Rham cohomology)

jan 5 at 22:03 Masse 339●5

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354

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If rational points are like entire curves, then what do algebraic points correspond to

ag.algebraic-geometry arithmetic-geometry algebraic-curves hyperbolic-geometry complex-geometry

dec 23 at 13:58 JSE 13.6k●33●86

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146

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Is the moduli space of genus three smooth quartics affine?

moduli-spaces coarse-moduli-spaces ag.algebraic-geometry arithmetic-geometry algebraic-curves

dec 23 at 13:36 Masse 339●5

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125

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Do regular noetherian schemes of dimension one only have finitely many etale covers of bounded degree

branched-covers etale-covers ag.algebraic-geometry arithmetic-geometry algebraic-curves

jan 7 at 10:00 Masse 339●5

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139

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Does the Albanese map satisfy Torelli’s theorem

moduli-spaces coarse-moduli-spaces abelian-varieties ag.algebraic-geometry arithmetic-geometry

dec 23 at 16:35 Masse 339●5

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249

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On the m-th power of the Hodge bundle and Arakelov’s theorem

ag.algebraic-geometry arithmetic-geometry algebraic-curves flatness

dec 26 at 20:03 Sándor Kovács 23.8k●2●53●73

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285

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Does the Riemann hypothesis for liftable varieties over a finite field imply the Riemann hypothesis for all varieties over a finite field

ag.algebraic-geometry zeta-functions finite-fields arithmetic-geometry

jan 8 at 19:08 Stopple 2,757●5●17

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172

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Base change of semi-stable curve still semi-stable

algebraic-curves ag.algebraic-geometry arithmetic-geometry schemes

jan 8 at 7:51 Masse 339●5

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How we obtain information about a variety from an algebraic group acting on it

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Questions

Corresponding notion of unramified for motives (or de Rham cohomology)

If rational points are like entire curves, then what do algebraic points correspond to

Is the moduli space of genus three smooth quartics affine?

Do regular noetherian schemes of dimension one only have finitely many etale covers of bounded degree

Does the Albanese map satisfy Torelli’s theorem

On the m-th power of the Hodge bundle and Arakelov’s theorem

Does the Riemann hypothesis for liftable varieties over a finite field imply the Riemann hypothesis for all varieties over a finite field

Base change of semi-stable curve still semi-stable

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