Continuity of Some Convex-Cone-Valued Mappings
From MaRDI portal
Publication:5522595
DOI10.2307/2035267zbMath0145.38004OpenAlexW4252969789MaRDI QIDQ5522595
Roger J.-B. Wets, David W. Walkup
Publication date: 1967
Full work available at URL: https://doi.org/10.2307/2035267
Related Items
Higher-degree eigenvalue complementarity problems for tensors, On the range of the pseudomonotone second-order cone linear complementarity problem, Lipschitz behaviour of the Legendre-Fenchel transform, Miscellaneous incidences of convergence theories in optimization and nonlinear analysis. I: Behavior of solutions, Set-convergence and its application: a tutorial, Approximations of optimization-related problems in terms of variational convergence, On the Young-Fenchel Transform for Convex Functions, The Joly topology and the Mosco-Beer topology revisited, Conjugate Convex Functions and the Epi-Distance Topology, Limit laws for empirical optimal solutions in random linear programs, Convergence of continuous linear functionals and their level sets, A second look at set convergence and linear analysis, The GUS-property of second-order cone linear complementarity problems, Preservation of Convergence of Convex Sets and Functions in Finite Dimensions, Epi/hypo-convergence of bifunctions on general domains and approximations of quasi-variational problems, Nota sobre programacion lineal estocastica: Evolucion y estado actual. (I), Polyhedral approximation of spectrahedral shadows via homogenization, On eigenvalues induced by a cone constraint., Recourse-based stochastic nonlinear programming: properties and Benders-SQP algorithms, Unnamed Item, Unnamed Item, On highly eccentric cones, Successive approximation and linear stability involving convergent sequences of optimization problems, Continuity of the Fenchel correspondence and continuity of polarities, The Cosmic Hausdorff Topology, the Bounded Hausdorff Topology and Continuity of Polarity, Antipodality in convex cones and distance to unpointedness, Normality and modulability indices. I: Convex cones in normed spaces, Normality and modulability indices. II: Convex cones in Hilbert spaces, Softness, sleekness and regularity properties in nonsmooth analysis, Centers and partial volumes of convex cones. I: Basic theory, On properties of different notions of centers for convex cones, Continuity of the Fenchel Transform of Convex Functions, Isometries for the Legendre-Fenchel Transform, On the relations between two types of convergence for convex functions, Equilibria of set-valued maps: A variational approach, Conic version of Loewner-John ellipsoid theorem, Gap, excess and bornological convergence, Boundedly UC spaces and topologies on function spaces, Unnamed Item, Lipschitz and Hölder continuity results for some functions of cones, Uniqueness of the measurement function in Crofton's formula, Lopsided convergence: an extension and its quantification, Unnamed Item, Stability and Error Analysis for Optimization and Generalized Equations, A second look at set convergence and linear analysis, Criteria for epi/hypo convergence of finite-valued bifunctions, Infima of Convex Functions, Uniform Continuity on Bounded Sets and the Attouch-Wets Topology
Cites Work
