n-simplex S: convex hull of n + 1 affinely independent points in Rn facet Fv opposite a vertex v of S: convex hull of the n vertices of S other than v dihedral angle γ between two facets F and G of S: pi minus the angle between outward normals to F and G An n-simplex has (n2) dihedral angles 02. Acute, right, and obtuse dihedral angles Each facet makes at least one acute angle with another face
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
We treat the general problem of cutting planes with tools from convex analysis. We emphasize the cas...
Pallaschke D, Rosenmüller J. Cephoids: Minkowski sums of de Gua simplexes. OPTIMIZATION. 2010;59(4):...
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angl...
A n–simplex is the convex hull of a set of (n + 1) independent points affine to a n–dimensional Eucl...
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angl...
htmlabstractWe study the simplex method over polyhedra satisfying certain “discrete curvature” lower...
We study the simplex method over polyhedra satisfying certain “discrete curvature” lower bounds, wh...
This monograph sets forth the results of a study of the geometry of a simplex, multiply-cut by hyper...
This thesis focuses on the study of certain special classes of n-simplices that occur in the context...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
Let C be a smooth convex closed plane curve. The C -ovals C(R,u,v) are formed by expanding by a f...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
We treat the general problem of cutting planes with tools from convex analysis. We emphasize the cas...
Pallaschke D, Rosenmüller J. Cephoids: Minkowski sums of de Gua simplexes. OPTIMIZATION. 2010;59(4):...
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angl...
A n–simplex is the convex hull of a set of (n + 1) independent points affine to a n–dimensional Eucl...
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angl...
htmlabstractWe study the simplex method over polyhedra satisfying certain “discrete curvature” lower...
We study the simplex method over polyhedra satisfying certain “discrete curvature” lower bounds, wh...
This monograph sets forth the results of a study of the geometry of a simplex, multiply-cut by hyper...
This thesis focuses on the study of certain special classes of n-simplices that occur in the context...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
Let C be a smooth convex closed plane curve. The C -ovals C(R,u,v) are formed by expanding by a f...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
This paper shows the relationship between degeneracy degrees and multiple solutions in linear progra...
We treat the general problem of cutting planes with tools from convex analysis. We emphasize the cas...