The Hyodo-Kato theorem for rational homotopy types
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Richard Hain
Professor of Mathematics
I am a topologist whose main interests include the study of the topology of complex
algebraic varieties (i.e. spaces that are the set of common zeros of a finite number
of complex polynomials). What fascinates me is the interaction between the topology,
geometry and arithmetic of varieties defined over subfields of the complex numbers,
particularly those defined over number fields. My main tools include differential
forms, Hodge theory and Galois theory, in addition to the more traditional to

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