Computational complexity of inner and outerj-radii of polytopes in finite-dimensional normed spaces
Copyright policy )Computational complexity of inner and outerj-radii of polytopes in finite-dimensional normed spaces
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- University of Mary United States
- University of Washington United States
- University of Trier Germany
Convex programming, circumsphere, breadth,, ellipsoid method, insphere, Quadratic programming, polynomial-time algorithms, \(n\)-dimensional polytopes, convex body, \(n\)-dimensional convex polytope, width, sensitivity analysis, Nonlinear programming, Linear programming, polytope, computational geometry, NP-hardness, polarity, Abstract computational complexity for mathematical programming problems, diameter, radius
Convex programming, circumsphere, breadth,, ellipsoid method, insphere, Quadratic programming, polynomial-time algorithms, \(n\)-dimensional polytopes, convex body, \(n\)-dimensional convex polytope, width, sensitivity analysis, Nonlinear programming, Linear programming, polytope, computational geometry, NP-hardness, polarity, Abstract computational complexity for mathematical programming problems, diameter, radius
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