The -adic finite Fourier transform and theta functions.

Van Steen, G.

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A basis for the non-archimedean holomorphic theta functions.

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The Schottky-Jung proportionality theorem, from which the Schottky relation for theta functions follows, is proved for Mumford curves, i.e. curves defined over a non-archimedean valued field which are parameterized by a Schottky group.

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Displaying similar documents to “The p -adic finite Fourier transform and theta functions.”

Displaying similar documents to “The $p$ -adic finite Fourier transform and theta functions.”