BIRS Workshop Lecture Videos

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BIRS Workshop Lecture Videos

Slicing properties of the lattice point enumerator Henk, Martin


We present discrete analogs of classical volume inequalities for hyperplane sections. The main focus lies on a Meyer-type inequality for the lattice point enumerator, as it has been proposed by Gardner et al. We also discuss a reverse version of this inequality, where one replaces the coordinate hyperplanes by arbitrary lattice hyperplanes. This is joint work in progress with Ansgar Freyer.

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