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Book Categories |
Geometric approximation via coresets | 1 | |
Applications of graph and hypergraph theory in geometry | 31 | |
Convex geometry of orbits | 51 | |
The Hadwiger transversal theorem for pseudolines | 79 | |
Betti number bounds, applications and algorithms | 87 | |
Shelling and the h-vector of the (extra)ordinary polytope | 97 | |
On the number of mutually touching cylinders | 121 | |
Edge-antipodal 3-polytopes | 129 | |
A conformal energy for simplicial surfaces | 135 | |
On the size of higher-dimensional triangulations | 147 | |
The carpenter's ruler folding problem | 155 | |
A survey of folding and unfolding in computational geometry | 167 | |
On the rank of a tropical matrix | 213 | |
The geometry of biomolecular solvation | 243 | |
Inequalities for zonotopes | 277 | |
Quasiconvex programming | 287 | |
De Concini-Procesi wonderful arrangement models : a discrete geometer's point of view | 333 | |
Thinnest covering of a circle by eight, nine, or ten congruent circles | 361 | |
On the complexity of visibility problems with moving viewpoints | 377 | |
Cylindrical partitions of convex bodies | 399 | |
Tropical halfspaces | 409 | |
Two proofs for Sylvester's problem using an allowable sequence of permutations | 433 | |
A comparison of five implementations of 3D Delaunay tessellation | 439 | |
The Bernstein basis and real root isolation | 459 | |
Extremal problems related to the Sylvester-Gallai theorem | 479 | |
A long noncrossing path among disjoint segments in the plane | 495 | |
On a generalization of Schonhardt's polyhedron | 501 | |
On Hadwiger numbers of direct products of convex bodies | 517 | |
Binary space partitions : recent developments | 529 | |
The Erdos-Szekeres theorem : upper bounds and related results | 557 | |
On the pair-crossing number | 569 | |
Geometric random walks : a survey | 577 |
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Add Combinatorial and Computational Geometry, During the past few decades, the gradual merger of Discrete Geometry and the newer discipline of Computational Geometry has provided enormous impetus to mathematicians and computer scientists interested in geometric problems. This volume, which contains 3, Combinatorial and Computational Geometry to the inventory that you are selling on WonderClubX
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Add Combinatorial and Computational Geometry, During the past few decades, the gradual merger of Discrete Geometry and the newer discipline of Computational Geometry has provided enormous impetus to mathematicians and computer scientists interested in geometric problems. This volume, which contains 3, Combinatorial and Computational Geometry to your collection on WonderClub |