Thie paper presents a representation echeme for polyhedral objects in arbitrary dimensions. Each object ie represented as the algebraic sum of convex polyhedra.
[PDF] A Dual Space Representation for Geometric Data - People @EECS
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Abstract. This paper presents a representation scheme for polyhedral objects in arbitrary dimensions. Each object is represented as the algebraic sum of convex ...
A Dual Space Representation for Geometric Data. Authors: Oliver Günther.
PDF | On Jan 1, 1987, Oliver Günther and others published A Dual Space Representation for Geometric Data. | Find, read and cite all the research you need on ...
A Dual Space Representation for Geometric Data. O. Gunther and Eugene Wong. EECS Department, University of California, Berkeley. Technical Report No. UCB/ERL ...
A Dual Space Representation for Geometric Data. VLDB 1987: 501-506
www.sigmod.org › vldb › GuntherW87
This paper presents a representation scheme for polyhedral objects in arbitrary dimensions. Each object is represented as the algebraic sum of convex polyhedra ...
Dual representation - (Computational Geometry) - Fiveable
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Dual representation refers to a geometric transformation that associates points in a given space with lines in a dual space.
Dual vectors are linear functionals that map vectors from a vector space to its underlying field, typically the real numbers.
Aug 31, 2010 · Dual spaces are important because they show up all over the place, and you'll see them arise in all sort of settings as you learn more math.
Nov 6, 2020 · If you have a vector space V over a field F, a dual vector is a linear map L : V -> F. The set of all dual vectors of V is called the dual space ...