AbstractMethods are given for unifying and extending previous work on detecting intersections of suitably preprocessed polyhedra. New upper bounds of O(log n) and O(log2 n) are given on plane-polyhedron and polyhedron-polyhedron intersection problems
Let P={P 1,...,P m} be a set of m convex polytopes in Rd, for d = 2,3, with a total of n vertices. W...
© 2017 IEEE. We propose the novel data analysis algorithm which allows to identify exactly the posit...
Several robotic and computer vision applications depend upon the efficient determination of polygona...
AbstractWe introduce a new realistic input model for straight-line geometric graphs and nonconvex po...
AbstractGiven two convex polyhedra in three-dimensional space, we develop an algorithm to (i) test w...
Let S be a set of convex polygons in the plane with a total of n vertices, where a polygon consists ...
A polyhedron is any set that can be obtained from the open half\-spaces by a finite number of set co...
AbstractThe modified version of GJK algorithm for finding a common point of two polytopes is conside...
A polyhedron is any set that can be obtained from the open halfspaces by a finite number of set comp...
AbstractLet P={P1,…,Pm} be a set of m convex polytopes in Rd, for d=2,3, with a total of n vertices....
A computer program is presented for determining the polygon of intersection of two convex polyhedr...
AbstractThis paper describes an algorithm for determining whether two polyhedra are congruent. The a...
Chazelle [FOCS\u2789] gave a linear-time algorithm to compute the intersection of two convex polyhed...
Consider a pair of plane straight-line graphs, whose edges are colored red and blue, respectively, a...
Un polyedre est tout ensemble qui peut etre obtenu a partir de demi-espaces par un nombre fini d{'}o...
Let P={P 1,...,P m} be a set of m convex polytopes in Rd, for d = 2,3, with a total of n vertices. W...
© 2017 IEEE. We propose the novel data analysis algorithm which allows to identify exactly the posit...
Several robotic and computer vision applications depend upon the efficient determination of polygona...
AbstractWe introduce a new realistic input model for straight-line geometric graphs and nonconvex po...
AbstractGiven two convex polyhedra in three-dimensional space, we develop an algorithm to (i) test w...
Let S be a set of convex polygons in the plane with a total of n vertices, where a polygon consists ...
A polyhedron is any set that can be obtained from the open half\-spaces by a finite number of set co...
AbstractThe modified version of GJK algorithm for finding a common point of two polytopes is conside...
A polyhedron is any set that can be obtained from the open halfspaces by a finite number of set comp...
AbstractLet P={P1,…,Pm} be a set of m convex polytopes in Rd, for d=2,3, with a total of n vertices....
A computer program is presented for determining the polygon of intersection of two convex polyhedr...
AbstractThis paper describes an algorithm for determining whether two polyhedra are congruent. The a...
Chazelle [FOCS\u2789] gave a linear-time algorithm to compute the intersection of two convex polyhed...
Consider a pair of plane straight-line graphs, whose edges are colored red and blue, respectively, a...
Un polyedre est tout ensemble qui peut etre obtenu a partir de demi-espaces par un nombre fini d{'}o...
Let P={P 1,...,P m} be a set of m convex polytopes in Rd, for d = 2,3, with a total of n vertices. W...
© 2017 IEEE. We propose the novel data analysis algorithm which allows to identify exactly the posit...
Several robotic and computer vision applications depend upon the efficient determination of polygona...