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Groups, Genus, Dimensions, . Newforms on Gamma 0(l) of Haupttypus. Eigenforms on Sp(2,Z). These pages conform to the W3C Standard, so that it should be possible to view them with any browser. They were tested extensively with Opera 7.54. If you feel uncomfortable with the writing or the frames layout, please remember that you can (very likely) change the font or open the pages in separate windows. You need. To be enabled, which, however, is probably the default behaviour of your browser. Not yet support ...

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Groups, Genus, Dimensions, . Newforms on Gamma 0(l) of Haupttypus. Eigenforms on Sp(2,Z). These pages conform to the W3C Standard, so that it should be possible to view them with any browser. They were tested extensively with Opera 7.54. If you feel uncomfortable with the writing or the frames layout, please remember that you can (very likely) change the font or open the pages in separate windows. You need. To be enabled, which, however, is probably the default behaviour of your browser. Not yet support ...

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1 preface

2 elliptic modular forms

3 icosahedral galois representations

4 siegel modular forms

5 links

6 javascript

7 forms

8 space

9 comma

10 like e g

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Groups, Genus, Dimensions, . Newforms on Gamma 0(l) of Haupttypus. Eigenforms on Sp(2,Z). These pages conform to the W3C Standard, so that it should be possible to view them with any browser. They were tested extensively with Opera 7.54. If you feel uncomfortable with the writing or the frames layout, please remember that you can (very likely) change the font or open the pages in separate windows. You need. To be enabled, which, however, is probably the default behaviour of your browser. Not yet support ...

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MODI

http://modi.countnumber.de/index.php?chap=ell.dim/ell.dim.html

Groups, Genus, Dimensions, . Newforms on Gamma 0(l) of Haupttypus. Eigenforms on Sp(2,Z). Groups, Genus, Dimensions, . The various dimension formulas: (not yet complete - very. Interactive computation of dimensions and related quantities for. Interactive computation of dimensions and related quantities. Number of cusps [l]. Index in SL(2,Z) [l]. MODI - Nils-Peter Skoruppa 1999 - 2006, version: $Id: index.php,v 1.1 2006-10-25 19:47:19 fenrir Exp $.

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http://modi.countnumber.de/index.php?chap=Preface/Preface.html

Groups, Genus, Dimensions, . Newforms on Gamma 0(l) of Haupttypus. Eigenforms on Sp(2,Z). These pages conform to the W3C Standard, so that it should be possible to view them with any browser. They were tested extensively with Opera 7.54. If you feel uncomfortable with the writing or the frames layout, please remember that you can (very likely) change the font or open the pages in separate windows. You need. To be enabled, which, however, is probably the default behaviour of your browser. Not yet support ...

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nskoruppa.de

Nils-Peter Skoruppa

http://www.nskoruppa.de/res.html

Modules related to automorphic forms and lattices. Of data related automorphic forms and lattices. L-functions and automorphic forms database. Modi - an interactive database for automorphic forms.

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Groups, Genus, Dimensions, . Newforms on Gamma 0(l) of Haupttypus. Eigenforms on Sp(2,Z). These pages conform to the W3C Standard, so that it should be possible to view them with any browser. They were tested extensively with Opera 7.54. If you feel uncomfortable with the writing or the frames layout, please remember that you can (very likely) change the font or open the pages in separate windows. You need. To be enabled, which, however, is probably the default behaviour of your browser. Not yet support ...

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