DOIAbstract
convex polyhedral cone, alternating least squares algorithm, optimal scaling, monotone analysis of variance, optimal multiple regression,
convex polyhedral cone, alternating least squares algorithm, optimal scaling, monotone analysis of variance, optimal multiple regression,
In this article, we study the class of increasing and convex along rays (ICAR) functions over a cone...
Computational Convex Analysis (CCA) studies the computation of convex operators commonly used in con...
Given an asymptotically stabilizing linear MPC controller, this paper proposes an algorithm to const...
Canonical analysis of two convex polyhedral cones consists in looking for two vectors (one in each c...
The concept of critical (or principal) angle between two linear subspaces has applications in statis...
International audienceThis work concerns the numerical computation of critical angles in polyhedral ...
There are three related concepts that arise in connection with the angular analysis of a convex cone...
The concept of critical angle between two linear subspaces has applications in statistics, numerical...
The article provides formulae for calculating the limiting normal cone introduced by Mordukhovich to...
Consider a polyhedral convex cone which is given by a finite number of linear inequal-ities. We inve...
Abstract. We consider the problem of approximating the solution of variational problems subject to t...
Suppose K1, … ,Km are convex cones in a Hilbert space H, with unit sphere S and inner product ‹ . | ...
Fundamentals of Convex Analysis offers an in-depth look at some of the fundamental themes covered wi...
This book covers all of the concepts required to tackle second-order cone programs (SOCPs), in order...
AbstractCharacterizations of optimality for the abstract convex program μ = inf{p(x) : g(x) ϵ −S, x ...
In this article, we study the class of increasing and convex along rays (ICAR) functions over a cone...
Computational Convex Analysis (CCA) studies the computation of convex operators commonly used in con...
Given an asymptotically stabilizing linear MPC controller, this paper proposes an algorithm to const...
Canonical analysis of two convex polyhedral cones consists in looking for two vectors (one in each c...
The concept of critical (or principal) angle between two linear subspaces has applications in statis...
International audienceThis work concerns the numerical computation of critical angles in polyhedral ...
There are three related concepts that arise in connection with the angular analysis of a convex cone...
The concept of critical angle between two linear subspaces has applications in statistics, numerical...
The article provides formulae for calculating the limiting normal cone introduced by Mordukhovich to...
Consider a polyhedral convex cone which is given by a finite number of linear inequal-ities. We inve...
Abstract. We consider the problem of approximating the solution of variational problems subject to t...
Suppose K1, … ,Km are convex cones in a Hilbert space H, with unit sphere S and inner product ‹ . | ...
Fundamentals of Convex Analysis offers an in-depth look at some of the fundamental themes covered wi...
This book covers all of the concepts required to tackle second-order cone programs (SOCPs), in order...
AbstractCharacterizations of optimality for the abstract convex program μ = inf{p(x) : g(x) ϵ −S, x ...
In this article, we study the class of increasing and convex along rays (ICAR) functions over a cone...
Computational Convex Analysis (CCA) studies the computation of convex operators commonly used in con...
Given an asymptotically stabilizing linear MPC controller, this paper proposes an algorithm to const...
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