A DIFFERENT PROOF OF A PROPOSITION ABOUT WEAKLY MODULAR FUNCTIONS
DOI:
https://doi.org/10.34179/revisem.v11i1.22896Abstract
We present a new proof of a well-known result concerning weakly modular functions, avoiding lemmas about the behavior of specific elements. The approach relies on the
finite induction technique, offering an alternative interpretation that simplifies the proof and enriches analytic number theory.
Keywords: Weakly modular functions, finite induction technique.
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Copyright (c) 2026 Andrei Doronin
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