Topics in Hyperplane Arrangements, Polytopes and Box-Splines (eBook, PDF)

Topics in Hyperplane Arrangements, Polytopes and Box-Splines (eBook, PDF)

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Several mathematical areas that have been developed independently over the last 30 years are brought together revolving around the computation of the number of integral points in suitable families of polytopes. The problem is formulated here in terms of partition functions and multivariate splines. In its simplest form, the problem is to compute the number of ways a given nonnegative integer can be expressed as the sum of h fixed positive integers. This goes back to ancient times and was investigated by Euler, Sylvester among others; in more recent times also in the higher dimensional case of ...

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