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Transcendence of special values of quasi-modular forms
-
Chieh-Yu Chang
Veröffentlicht/Copyright:
1. Mai 2012
Abstract.
Given a quasi-modular form 
of nonzero weight for
with algebraic Fourier coefficients, we
consider the nonzero values of 
at the algebraic points of the
moduli space 
. We
show that these special values are transcendental numbers. We also
establish the analogous result in the setting of Drinfeld
quasi-modular forms.
Received: 2010-03-02
Revised: 2010-05-10
Published Online: 2012-05-01
Published in Print: 2012-May
© 2012 by Walter de Gruyter Berlin Boston
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- Phylogenetic analysis and homology
- Rational homotopy type of the moduli of representations with Borel mold
- Transcendence of special values of quasi-modular forms
- Use of reproducing kernels and Berezin symbols technique in some questions of operator theory
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Artikel in diesem Heft
- Masthead
- -variable fractals: dimension results
- Maximal function characterizations of Hardy spaces associated with magnetic Schrödinger operators
- Phylogenetic analysis and homology
- Rational homotopy type of the moduli of representations with Borel mold
- Transcendence of special values of quasi-modular forms
- Use of reproducing kernels and Berezin symbols technique in some questions of operator theory
- Infinite-dimensional supermanifolds over arbitrary base fields
- Weyl and Zariski chambers on K3 surfaces
- The catenary and tame degree of numerical monoids generated by generalized arithmetic sequences
- Solving algebraic equations in roots of unity
