An Algebraic Nonlinear BrascampLieb Inequality
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We prove a global nonlinear BrascampLieb inequality for general algebraic data as a consequence of the multilinear Kakeyatype inequalities of Zhang and ZorinKranich. We encorporate a natural affineinvariant weight that compensates for local degeneracies, and yields a uniform best constant that depends only on the degree of the data.
This talk is part of the Analysis seminar series.
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