The problem of ¯nding the unique closed ellipsoid of smallest volume enclosing an n-point set P in d-space (known as the LÄowner-John ellipsoid of P [5]) is an instance of convex programming and can be solved by general methods in tim
Given A {colon equals} { a1, ..., am } ⊂ Rd whose affine hull is Rd, we study the problems of comput...
Let S denote the convex hull of m full-dimensional ellipsoids in ℝn. Given ε > 0 and δ > 0, we...
The ellipsoid method is an algorithm that solves the (weak) feasibility and linear optimization prob...
The problem of finding the unique closed ellipsoid of smallest volume enclosing an n-point set P in ...
To appear in Mathematical ProgrammingInternational audienceWe address the following generalization $...
Abstract. We address the following generalization P of the Löwner-John ellipsoid problem. Given a (...
Abstract. We address the following generalization P of the Löwner-John ellipsoid problem. Given a (...
International audienceWe address the following generalization $P$ of the Lowner-John ellipsoid probl...
International audienceWe address the following generalization $P$ of the Lowner-John ellipsoid probl...
Given an arbitrary set A ∈ IRn, we know that there exists an ellipsoid E which provides an n-roundin...
Abstract. Let S denote the convex hull of m full-dimensional ellipsoids in Rn. Given > 0 and δ>...
Abstract In this paper, we will propose algorithms for calculating a minimal ellipsoid circumscribin...
We present a novel method for deciding whether a given n-dimensional ellipsoid contains another one ...
We present a novel method for deciding whether a given n-dimensional ellipsoid contains another one ...
We present a novel method for deciding whether a given n-dimensional ellipsoid contains another one ...
Given A {colon equals} { a1, ..., am } ⊂ Rd whose affine hull is Rd, we study the problems of comput...
Let S denote the convex hull of m full-dimensional ellipsoids in ℝn. Given ε > 0 and δ > 0, we...
The ellipsoid method is an algorithm that solves the (weak) feasibility and linear optimization prob...
The problem of finding the unique closed ellipsoid of smallest volume enclosing an n-point set P in ...
To appear in Mathematical ProgrammingInternational audienceWe address the following generalization $...
Abstract. We address the following generalization P of the Löwner-John ellipsoid problem. Given a (...
Abstract. We address the following generalization P of the Löwner-John ellipsoid problem. Given a (...
International audienceWe address the following generalization $P$ of the Lowner-John ellipsoid probl...
International audienceWe address the following generalization $P$ of the Lowner-John ellipsoid probl...
Given an arbitrary set A ∈ IRn, we know that there exists an ellipsoid E which provides an n-roundin...
Abstract. Let S denote the convex hull of m full-dimensional ellipsoids in Rn. Given > 0 and δ>...
Abstract In this paper, we will propose algorithms for calculating a minimal ellipsoid circumscribin...
We present a novel method for deciding whether a given n-dimensional ellipsoid contains another one ...
We present a novel method for deciding whether a given n-dimensional ellipsoid contains another one ...
We present a novel method for deciding whether a given n-dimensional ellipsoid contains another one ...
Given A {colon equals} { a1, ..., am } ⊂ Rd whose affine hull is Rd, we study the problems of comput...
Let S denote the convex hull of m full-dimensional ellipsoids in ℝn. Given ε > 0 and δ > 0, we...
The ellipsoid method is an algorithm that solves the (weak) feasibility and linear optimization prob...
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