Uniform Random Sampling in Polyhedra

We propose a method for generating uniform samples among a domain of integer points defined by a polyhedron in a multidimensional space. The method extends to domains defined by parametric polyhedra, in which a subset of the variables are symbolic. We motivate this work by a list of applications for the method in computer science. The proposed method relies on polyhedral ranking functions, as well as a recent inversion method for them, named trahrhe expressions.


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