Date: Monday, April 02, 2018
Location: 3096 East Hall (4:00 PM to 5:00 PM)
Title: A nonArchimedean OhsawaTakegoshi extension theorem
Abstract: The OhsawaTakegoshi extension theorem, in its simplest form, asserts that one can construct a holomorphic function (or 1form) on the open unit disc in the complex plane with a specified value at a given point, and whose weighted L^2norm is bounded by the weight at the given point. We will discuss a version of this extension theorem on the Berkovich unit disc over a nonArchimedean field.
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Speaker: Matt Stevenson
Institution: University of Michigan
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