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Minkowski addition
Fuchsian Convex Bodies: Basics of Brunn–Minkowski Theory François Fillastre
Minkowski Endomorphisms Arxiv:1610.08649V2 [Math.MG] 22
Sharp Isoperimetric Inequalities for Affine Quermassintegrals
Equivariant Endomorphisms of the Space of Convex
The Isoperimetrix in the Dual Brunn-Minkowski Theory 3
Fundamental Theorems in Mathematics
Euclidean Structure in Finite Dimensional Normed Spaces
Convexity: the Brunn–Minkowski Theory
Contributing Vertices-Based Minkowski Sum Computation of Convex Polyhedra Hichem Barki, Florence Denis, Florent Dupont
Subspace Concentration of Geometric Measures
Embedding Theorems for Cones and Applications to Classes of Convex Sets Occurring in Interval Mathematics
Summer School New Perspectives on Convex Geometry
An Invitation to Generalized Minkowski Geometry
Some Geometry of Convex Bodies in C(K) Spaces
Information to Users
Support Functions, Projections and Minkowski Addition of Legendrian Cycles
From the Zonotope Construction to the Minkowski Addition of Convex Polytopes
On Computing the Minkowski Difference of Zonotopes
Top View
Final Report (PDF)
Minkowski Sum—Definition, Complexity, Construction, Applications
Cones, Positivity and Order Units
Intersection Bodies and Dual Mixed Volumes
Fuchsian Convex Bodies: Basics of Brunn–Minkowski Theory François Fillastre
Convex Stochastic Optimization Wise 2019/2020
Mathematisches Forschungsinstitut Oberwolfach Convex Geometry
Minimal Element Theorems Revisited
The Dual Orlicz–Aleksandrov–Fenchel Inequality
MINKOWSKI ALGEBRA I: a CONVOLUTION THEORY of CLOSED CONVEX SETS and RELATIVELY OPEN CONVEX SETS* 1. Introduction. Let V Be A
Convex Functions and Their Applications a Contemporary Approach Second Edition Canadian Mathematical Society Societ´ Emath´ Ematique´ Du Canada
Hyperspaces of Smooth Convex Bodies up to Congruence 3
Pacific Journal of Mathematics Vol. 276 (2015), No. 2
On Cross-Section Measures in Minkowski Spaces
The Equivariant Minkowski Problem in Minkowski Space Francesco Bonsante, François Fillastre
Complemented Brunn-Minkowski Inequalities and Isoperimetry For
Local Lp-Brunn–Minkowski
Mixed Area and the Isoperimetric Inequality
Minkowski Sums of Polytopes : Combinatorics and Computation
The Dual Orlicz-Aleksandrov-Fenchel Inequality Becomes Lutwak’S Dual N Aleksandrov-Fenchel Inequality
Addition and Subtraction of Homothety Classes of Convex Sets
Large Deviations for Sums of Iid Random Compact Sets
Minkowski Addition and Minkowski Decomposition of Convex Lattice Polygons in the Plane – and Mixed Volume
Study of Topology on Linear and Quasilinear Spaces
OPERATIONS BETWEEN SETS in GEOMETRY 3 for Star Sets (Compact Sets Star-Shaped at the Origin) K and L in Rn
An Elementary Introduction to Modern Convex Geometry
Separability of H-Convex Sets
Propriétés Effectives De Matériaux Architecturés Justin Dirrenberger
Fuchsian Convex Bodies: Basics of Brunn–Minkowski Theory
A Simple Method for Computing Minkowski Sum Boundary in 3D Using Collision Detection
Minkowski Sum of Polytopes Defined by Their Vertices Vincent Delos, Denis Teissandier
A Second Welfare Theorem in a Non-Convex Economy: the Case of Antichain-Convexity
Optimal Convex Shapes for Concave Functionals
36 COMPUTATIONAL CONVEXITY Peter Gritzmann and Victor Klee