We extend a result of Ahlgren and Ono [1] on congruences for traces of singular moduli of level 1 to traces defined in terms of Hauptmodul associated to certain groups of genus 0 of higher levels
Introduction. “Singular moduli ” is the classical name for the values assumed by the modular invaria...
We describe the singular locus of the compactification of the moduli space Rg,` of curves of genus g...
AbstractIn this paper we prove some identities, conjectured by Lewis, concerning the rank moduli 9 a...
We extend a result of Ahlgren and Ono [1] on congruences for traces of singular moduli of level 1 to...
After Zagier proved that the traces of singular moduli are Fourier coefficients of a weakly holomorp...
AbstractWe address a question posed by Ono [Ken Ono, The Web of Modularity: Arithmetic of the Coeffi...
In the theory of modular forms, the so-called singular moduli (i.e., the values assumed by the modul...
iAbstract We use Maass-Poincare ́ series to compute exact formulas for traces of singular moduli, an...
Alfes-Neumann C, Schwagenscheidt M. Traces of reciprocal singular moduli. Bulletin of the London Mat...
Let d denote a positive integer congruent to 0 or 3 modulo 4. We denote by Qd the set of positive de...
Let p be a prime for which the congruence group Gamma(0)(p)* is of genus zero, and j(p)* be the corr...
81 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2006.Recent works have used the the...
AbstractWe give a new proof of some identities of Zagier relating traces of singular moduli to the c...
Zagier proved that the generating functions of traces of singular values of Jm(z) are weight 3 2 ...
Let p be a prime and f (z) = Sigma(n) a(n)q(n) be a weakly holomorphicmodular function for Gamma(0)*...
Introduction. “Singular moduli ” is the classical name for the values assumed by the modular invaria...
We describe the singular locus of the compactification of the moduli space Rg,` of curves of genus g...
AbstractIn this paper we prove some identities, conjectured by Lewis, concerning the rank moduli 9 a...
We extend a result of Ahlgren and Ono [1] on congruences for traces of singular moduli of level 1 to...
After Zagier proved that the traces of singular moduli are Fourier coefficients of a weakly holomorp...
AbstractWe address a question posed by Ono [Ken Ono, The Web of Modularity: Arithmetic of the Coeffi...
In the theory of modular forms, the so-called singular moduli (i.e., the values assumed by the modul...
iAbstract We use Maass-Poincare ́ series to compute exact formulas for traces of singular moduli, an...
Alfes-Neumann C, Schwagenscheidt M. Traces of reciprocal singular moduli. Bulletin of the London Mat...
Let d denote a positive integer congruent to 0 or 3 modulo 4. We denote by Qd the set of positive de...
Let p be a prime for which the congruence group Gamma(0)(p)* is of genus zero, and j(p)* be the corr...
81 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2006.Recent works have used the the...
AbstractWe give a new proof of some identities of Zagier relating traces of singular moduli to the c...
Zagier proved that the generating functions of traces of singular values of Jm(z) are weight 3 2 ...
Let p be a prime and f (z) = Sigma(n) a(n)q(n) be a weakly holomorphicmodular function for Gamma(0)*...
Introduction. “Singular moduli ” is the classical name for the values assumed by the modular invaria...
We describe the singular locus of the compactification of the moduli space Rg,` of curves of genus g...
AbstractIn this paper we prove some identities, conjectured by Lewis, concerning the rank moduli 9 a...
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