$p$-adic Whittaker groups

Marius Van der Put

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Discrete groups, Mumford curves and Theta functions

Marius Van Der Put (1992)

Annales de la Faculté des sciences de Toulouse : Mathématiques

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Frank Herrlich (1983-1984)

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On automorphism groups of $p$ -adic Schottky curves

Lothar Gerritzen (1976-1977)

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Commensurations of the Johnson kernel.

Brendle, Tara E., Margalit, Dan (2004)

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Werner Lütkebohmert (1981-1982)

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Subvarieties of the Hyperelliptic Moduli Determined by Group Actions

Shaska, T. (2006)

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2000 Mathematics Subject Classification: 14Q05, 14Q15, 14R20, 14D22. Let Hg be the moduli space of genus g hyperelliptic curves. In this note, we study the locus Hg (G,σ) in Hg of curves admitting a G-action of given ramification type σ and inclusions between such loci. For each genus we determine the list of all possible groups, the inclusions among the loci, and the corresponding equations of the generic curve in Hg (G, σ). The proof of the results is based solely on representations...

Periods and Gauss-Manin connection for the Mumford curve $y_{2}^{r_{2}} y_{1}^{r_{1}} - y_{2}^{r_{2}} - y_{1}^{r_{1}} + λ = 0$

Lothar Gerritzen (1986-1987)

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Displaying similar documents to “ p -adic Whittaker groups”

Displaying similar documents to “ $p$ -adic Whittaker groups”