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Convex cone
On the Cone of a Finite Dimensional Compact Convex Set at a Point
Contents 1. Introduction 1 2. Cones in Vector Spaces 2 2.1. Ordered Vector Spaces 2 2.2
Math.FA
Some Applications of the Hahn-Banach Separation Theorem 1
Complemented Brunn–Minkowski Inequalities and Isoperimetry for Homogeneous and Non-Homogeneous Measures
Conic Linear Programming
From Hahn–Banach Type Theorems to the Markov Moment Problem, Sandwich Theorems and Further Applications
The Weierstrass-Stone Theorem for Convex-Cone-Valued Functions
Fixed Points in Convex Cones
Lecture 2: Convex Sets
Lecture 3 Convex Functions
Lecture 14 Polyhedral Convex Cones
The Topology on the Space E
Convex Cones
Remarks on the Riesz-Kantorovich Formula
An Introduction to a Class of Matrix Cone Programming
1 Convex Cones
Functional Analysis in Asymmetric Normed Spaces
Top View
An Introduction to Locally Convex Cones
CS295: Convex Optimization
On the Closedness of the Linear Image of a Closed Convex Cone
A Note on Barreledness in Locally Convex Cones
Chapter 2 Convex Sets: Basic Results
Uniform Boundedness of Norms of Convex and Nonconvex Processes
S. Lahrech, A. Jaddar, J. Hlal, A. Ouahab, A. Mbarki ON
2. Convex Sets
Hahn-Banach Type Theorems for Locally Convex Cones
A Generalization of Hahn–Banach Extension Theorem ✩
NORMAL CONES and THOMPSON METRIC 3 Feature
Bochner and Bernstein Theorems Via the Nuclear Integral Representation Theorem
Subadditive Retractions on Cones and Asymmetric Vector Norms
Lecture 2: Review of Convexity (Continued)
Quasi-Convex Optimization
On an Equivalence of Topological Vector Space Valued Cone Metric Spaces and Metric Spaces
6.253 Convex Analysis and Optimization, Homework 01 Solutions
Reconstruction of the Core Convex Topology and Its Applications In
Topological Vector Spaces
Preliminaries and Convex Cone Structures
Hahn-Banach Theorem Is a Relative of the Supporting Hyperplane Theorem
On the Hahn-Banach Theorem
Limitations on the Expressive Power of Convex Cones Without Long Chains
The Tracial Hahn-Banach Theorem, Polar Duals, Matrix Convex Sets, and Projections of Free Spectrahedra
A Note on Convex Cones in Topological Vector Spaces
Algebraic Properties of Arbitrage: an Application to Additivity of Discount Functions
Stability of Closedness of Convex Cones Under Linear Mappings
On the Hahn–Banach Theorem
Convex Analysis1
Matrix Analysis
Tensor Products of Convex Cones, Part II: Closed Cones in Finite-Dimensional Spaces
A Uniform Boundedness Theorem for Locally Convex Cones
Lecture 2: August 31 2.1 Review 2.2 Convex Sets
Werner Fenchel
Subdifferential Calculus for Convex Operators*
Robust Volume Minimization-Based Matrix Factorization for Remote
Extremal Elements of the Convex Cone of Semi-Norms
I. V. Hetman TOPOLOGICAL CLASSIFICATION of THE
Polytopes Are Polyhedrons; Normal Cones of Convex Sets
A Note on the Isotonic Vector-Valued Convex Functions
The Convex Geometry of Linear Inverse Problems