Table of contents for Convex polytopes / Branko Grunbaum.
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* Preface * Notation and prerequisites * Convex sets * Polytopes * Examples * Fundamental properties and constructions * Polytopes with few vertices * Neighborly polytopes * Euler's relation * Analogues of Euler's relation * Extremal problems concerning numbers of faces * Properties of boundary complexes * k-Equivalence of polytopes * 3-Polytopes * Angle-sums relations; the Steiner point * Addition and decomposition of polytopes (by G.C. Shephard) * Diameters of Polytopes (by Victor Klee) * Long paths and cicuits on polytopes (by Victor Klee) * Arrangements of hyperplanes * Concluding remarks * Tables * Addendum * Errata * Bibliography * Index of terms * Index of symbols
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