Topics in Hyperplane Arrangements, Polytopes and Box-Splines brings
together many areas of research that focus on methods to compute the
number of integral points in suitable families or variable polytopes.
The topics introduced expand upon differential and difference equations,
approximation theory, cohomology, and module theory.
This book, written by two distinguished authors, engages a broad
audience by proving the a strong foudation. This book may be used in the
classroom setting as well as a reference for researchers.