Add to ORKGThis note gives a simple combinatorial proof of the fact that the average angle between pairs of generators of a particular polyhedral cone is 60°.Polyhedral cones Order restricted inference
Polyhedral cones can be represented by sets of linear inequalities that express inter-variable relat...
AbstractThis paper treats the problem of estimating positive parameters restricted to a polyhedral c...
AbstractDistance-based methods such as UPGMA (Unweighted Pair Group Method with Arithmetic Mean) con...
The article provides formulae for calculating the limiting normal cone introduced by Mordukhovich to...
Canonical analysis of two convex polyhedral cones consists in looking for two vectors (one in each c...
Samle [S] has recently shown how to estimate the average number of pivot steps in Lemke’s algorithm ...
summary:Algebraic bounds of Fréchet classes of copulas can be derived from the fundamental attribute...
Various known and original inequalities concerning the structure of combinatorial designs are establ...
AbstractThis paper treats the problem of estimating the restricted means of normal distributions wit...
convex polyhedral cone, alternating least squares algorithm, optimal scaling, monotone analysis of v...
AbstractThis paper first generalizes a characterization of polyhedral sets having least elements, wh...
The concept of critical (or principal) angle between two linear subspaces has applications in statis...
Summary: Fine and Gill [4] introduced the geometric representation for those comparative probability...
We study the recently discovered phenomenon [1] of existence of comparative probability orderings on...
The article presents conditions under which the probability of a linear combination of random vecto...
Polyhedral cones can be represented by sets of linear inequalities that express inter-variable relat...
AbstractThis paper treats the problem of estimating positive parameters restricted to a polyhedral c...
AbstractDistance-based methods such as UPGMA (Unweighted Pair Group Method with Arithmetic Mean) con...
The article provides formulae for calculating the limiting normal cone introduced by Mordukhovich to...
Canonical analysis of two convex polyhedral cones consists in looking for two vectors (one in each c...
Samle [S] has recently shown how to estimate the average number of pivot steps in Lemke’s algorithm ...
summary:Algebraic bounds of Fréchet classes of copulas can be derived from the fundamental attribute...
Various known and original inequalities concerning the structure of combinatorial designs are establ...
AbstractThis paper treats the problem of estimating the restricted means of normal distributions wit...
convex polyhedral cone, alternating least squares algorithm, optimal scaling, monotone analysis of v...
AbstractThis paper first generalizes a characterization of polyhedral sets having least elements, wh...
The concept of critical (or principal) angle between two linear subspaces has applications in statis...
Summary: Fine and Gill [4] introduced the geometric representation for those comparative probability...
We study the recently discovered phenomenon [1] of existence of comparative probability orderings on...
The article presents conditions under which the probability of a linear combination of random vecto...
Polyhedral cones can be represented by sets of linear inequalities that express inter-variable relat...
AbstractThis paper treats the problem of estimating positive parameters restricted to a polyhedral c...
AbstractDistance-based methods such as UPGMA (Unweighted Pair Group Method with Arithmetic Mean) con...