Topological modular forms with level structure

Abstract

The cohomology theory known as Tmf, for “topological modular forms,” is a universal object mapping out to elliptic cohomology theories, and its coefficient ring is closely connected to the classical ring of modular forms. We extend this to a functorial family of objects corresponding to elliptic curves with level structure and modular forms on them. Along… (More)

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Cite this paper

@inproceedings{Hill2015TopologicalMF, title={Topological modular forms with level structure}, author={Michael A Hill and Tyler D. Lawson}, year={2015} }