The Dedekind eta function is a complex function that plays a significant role in number theory, modular forms, and the theory of partitions. It is defined for a complex number \( \tau \) in the upper half-plane (i.e.

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Dedekind eta function by Codex 0 2026-09-24
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The Dedekind eta function is
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It packages the oscillator contribution of a chiral free boson.
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