Publication date
January 1999
DOI Publisher
Published by Elsevier Ltd. ISSN
0893-9659Abstract
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angles of a simplex is generalized
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angles of a simplex is generalized
summary:The maximum angle condition of J. L. Synge was originally introduced in interpolation theory...
In this paper we consider some geometric questions relating to a higher dimensional analogon of a tr...
Abstract. For a simplex in Lorentzian space whose vertices are in the positive light cone, Weeks def...
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angl...
AbstractFor an n-dimensional simplex in En, we establish a sine theorem and some inequalities for k-...
AbstractWe review properties of acute and non-obtuse simplices, and of ortho-simplices and path-simp...
This thesis focuses on the study of certain special classes of n-simplices that occur in the context...
It is widely known that the sum of the angles of a triangle equals two right angles. Far less known ...
We investigate the symmetric inverse M-matrix problem from a geometric perspective. The central ques...
AbstractA matrix inequality with weights is established, and some inequalities on vertex angles of a...
AbstractFor an n-dimensional simplex in En, we establish a sine theorem and some inequalities for k-...
An equifacetal simplex, in which all facets are congruent, has a unique center. The center conjectur...
In this paper we consider some geometric questions relating to a higher dimensional analogon of a tr...
An equifacetal simplex, in which all facets are congruent, has a unique center. The center conjectur...
n-simplex S: convex hull of n + 1 affinely independent points in Rn facet Fv opposite a vertex v of ...
summary:The maximum angle condition of J. L. Synge was originally introduced in interpolation theory...
In this paper we consider some geometric questions relating to a higher dimensional analogon of a tr...
Abstract. For a simplex in Lorentzian space whose vertices are in the positive light cone, Weeks def...
AbstractSome results for vertex angles of a simplex are given. A theorem of Cho [1] on dihedral angl...
AbstractFor an n-dimensional simplex in En, we establish a sine theorem and some inequalities for k-...
AbstractWe review properties of acute and non-obtuse simplices, and of ortho-simplices and path-simp...
This thesis focuses on the study of certain special classes of n-simplices that occur in the context...
It is widely known that the sum of the angles of a triangle equals two right angles. Far less known ...
We investigate the symmetric inverse M-matrix problem from a geometric perspective. The central ques...
AbstractA matrix inequality with weights is established, and some inequalities on vertex angles of a...
AbstractFor an n-dimensional simplex in En, we establish a sine theorem and some inequalities for k-...
An equifacetal simplex, in which all facets are congruent, has a unique center. The center conjectur...
In this paper we consider some geometric questions relating to a higher dimensional analogon of a tr...
An equifacetal simplex, in which all facets are congruent, has a unique center. The center conjectur...
n-simplex S: convex hull of n + 1 affinely independent points in Rn facet Fv opposite a vertex v of ...
summary:The maximum angle condition of J. L. Synge was originally introduced in interpolation theory...
In this paper we consider some geometric questions relating to a higher dimensional analogon of a tr...
Abstract. For a simplex in Lorentzian space whose vertices are in the positive light cone, Weeks def...
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