On the algebraic structure of iterated integrals of quasimodular forms
We study the algebra IQM of iterated integrals of quasimodular forms for SL2.Z/, which is the smallest extension of the algebra QM* of quasimodular forms which is closed under integration. We prove that IQM is a polynomial algebra in infinitely many variables, given by Lyndon words on certain monomi...
Main Author: | Matthes, N |
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Format: | Journal article |
Language: | English |
Published: |
Mathematical Sciences Publishers
2017
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