Titlebook: Eta Products and Theta Series Identities; Günter K?hler Book 2011 Springer-Verlag Berlin Heidelberg 2011 11-02, 11F20, 11F27, 11R11.Eisens

污穢

AGONY

悲痛

Flatus

sterilization

BILE

fatty-streak

Hippocampus

Prime levels ,=,≥5 . then we can find complementary components such that a linear combination with ..(.) becomes a Hecke theta series. For .∈{5,7,11,23} the numerator of the eta product is one, .. Then ..(.) itself is a Hecke theta series. These cases are known from (Dummit et al. in Finite Groups—Coming of Age. Cont

ELUC

Level ,=4for Γ.(2) listed at the beginning of Sect.?10.1. Therefore the representations by theta series are quite similar to those in Sect.?10.1. A?minor difference is that we need larger periods for the characters. It is easy to verify the following result, which allows a comfortable construction of modular

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