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Filtering by: Creator Andrew Reiser Resource type Dissertation

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Pushforwards of Measures on Real Varieties under Maps with Rational Singularities

Description:

Let X,Y be algebraic varieties defined over the reals. Assume Y is smooth and X is Gorenstein. Suppose f:X -> Y is a flat R-morphism such that all the fibers have rational singularities. We show that the pushforward of any smooth, compactly supported measure on X has a continuous density...

Keyword:

Measures and Rational singularities

Subject:

Mathematics

Creator:

Andrew Reiser

Owner:

Scholarly Digital Publishing

Date Uploaded:

11/24/2019

Date Modified:

11/24/2019

Date Created:

2018-01-01

Resource Type:

Dissertation