Modular forms of real weights and generalized Dedekind symbols

preprint2016arXivOpen access

In a previous paper, I have defined non--commutative generalized Dedekind symbols for classical $PSL(2,Z)$ --cusp forms using iterated period polynomials. Here I generalize this construction to forms of real weights using their iterated period functions introduced and studied in a recent article by R.~Bruggeman and Y.~Choie.

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Modular forms of real weights and generalized Dedekind symbols

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