Text: Let f be a generalized modular function (GMF) of weight 0 on Γ0(N) such that its q-exponents c(n) (n∈N) are all real, and div(f) = 0. In this note, we show the equidistribution of signs for c(p) (p prime) by using equidistribution theorems for normalized cuspidal eigenforms of integral weight. Video: For a video summary of this paper, please click here or visit http://youtu.be/Toqhh9v1uJM. © 2013 Elsevier Inc.

VG Narasimha Kumar Cheraku

Department of Mathematics

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Journal	Journal of Number Theory
ISSN	0022314X