Iterated Integrals and higher order automorphic forms

Details Iterated Integrals and higher order automorphic forms Iterated Integrals and higher order automorphic forms

2008-03-17

arxiv.org/abs/0803.2522v1

Commentarii Mathematici Helvetici, 86, (2006)

Mathematics

Number Theory

12 pages

Scientific paper

Higher order automorphic forms have recently been introduced to study important questions in number theory and mathematical physics. We investigate the connection between these functions and Chen's iterated integrals. Then using Chen's theory, we prove a structure theorem for automorphic forms of all orders. This allows us to define an analogue of a mixed Hodge structure on a space of higher order automorphic forms.

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