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HANDBOOK OF CONVEX GEOMETRY - VOLUME B
VOLUME B. Preface. Part 3: Discrete Aspects of Convexity. Geometry of Numbers (P.M. Gruber). Lattice points (P. Gritzmann, J.M. Wills). Packing and covering with convex sets (G. Fejes Tóth, W. Kuperberg). Finite packing and covering (P. Gritzmann, J.M. Wills). Tilings (E. Schulte). Valuations and dissections (P. McMullen). Geometric crystallography (P. Engel). Part 4: Analytic Aspects of Convexity. Convexity and differential geometry (K. Leichtweiss). Convex functions (A.W. Roberts). Convexity and calculus of variations (U. Brechtken-Manderscheid, E. Heil). On isoperimetric theorems of mathematical physics (G. Talenti). The local theory of normed spaces and its applications to convexity (J. Lindenstrauss, V. Milman). Nonexpansive maps and fixed points (P.L. Papini). Critical Exponents (V. Pták). Fourier series and spherical harmonics in convexity (H. Groemer). Zonoids and generalisations (P. Goodey, W. Weil). Baire categories in convexity (P.M. Gruber). Part 5: Stochastic Aspects of Convexity. Integral geometry (R. Schneider, J.A. Wieacker). Stochastic geometry (W. Weil, J.A. Wieacker). Author Index. Subject Index.