Abstract
We prove a transformation equation satisfied by a set of holomorphic functions with rational Fourier coefficients of cardinality arising from modular forms. This generalizes the classical transformation property satisfied by modular forms with rational coefficients, which only applies to a set of cardinality for a given weight.
Citation
Adam Haque. "A generalization of modular forms." Involve 5 (1) 15 - 24, 2012. https://doi.org/10.2140/involve.2012.5.15
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