AbstractThe paper discusses a general method for constructing regular incidence-polytopes P from certain operations on the generators of a group W, which is generated by involutions. When W is the group of a regular incidence-polytope L, this amounts to constructing the regular skew polytopes (or skew polyhedra) P associated with L
In this paper we describe the data structures and the procedures of a program, which is...
AbstractIn recent years the term ‘chiral’ has been used for geometric and combinatorial figures whic...
AbstractIn a previous paper we constructed a finite regular (abstract) 4-polytope of type {3,3,p} fo...
AbstractThe paper discusses a general method for constructing regular incidence-polytopes P from cer...
AbstractRegular incidence-polytopes are combinatorial generalizations of regular polyhedra. Certain ...
AbstractIn this paper we discuss the construction of regular incidence-polytopes p by twisting opera...
Complex groups generated by involutory reflexions arise naturally in the modern theory of abstract r...
AbstractComplex groups generated by involutory reflexions arise naturally in the modern theory of ab...
The concept of regular incidence-complexes generalizes the notion of regular polytopes in a combinat...
AbstractUsing a certain class of maps, derived from regular tessellations by specifying the length o...
In this paper, various algorithms used in the classifications of regular polytopes for given groups ...
Regular Figures concerns the systematology and genetics of regular figures. The first part of the bo...
This book gives an introduction to the field of Incidence Geometry by discussing the basic families ...
AbstractFor each odd prime p, there is a regular polyhedron Πp of type {3,p} with 12(p2−1) vertices ...
AbstractLet P be a convex polytope in the Euclidean space En. Consider the group GP generated by ref...
In this paper we describe the data structures and the procedures of a program, which is...
AbstractIn recent years the term ‘chiral’ has been used for geometric and combinatorial figures whic...
AbstractIn a previous paper we constructed a finite regular (abstract) 4-polytope of type {3,3,p} fo...
AbstractThe paper discusses a general method for constructing regular incidence-polytopes P from cer...
AbstractRegular incidence-polytopes are combinatorial generalizations of regular polyhedra. Certain ...
AbstractIn this paper we discuss the construction of regular incidence-polytopes p by twisting opera...
Complex groups generated by involutory reflexions arise naturally in the modern theory of abstract r...
AbstractComplex groups generated by involutory reflexions arise naturally in the modern theory of ab...
The concept of regular incidence-complexes generalizes the notion of regular polytopes in a combinat...
AbstractUsing a certain class of maps, derived from regular tessellations by specifying the length o...
In this paper, various algorithms used in the classifications of regular polytopes for given groups ...
Regular Figures concerns the systematology and genetics of regular figures. The first part of the bo...
This book gives an introduction to the field of Incidence Geometry by discussing the basic families ...
AbstractFor each odd prime p, there is a regular polyhedron Πp of type {3,p} with 12(p2−1) vertices ...
AbstractLet P be a convex polytope in the Euclidean space En. Consider the group GP generated by ref...
In this paper we describe the data structures and the procedures of a program, which is...
AbstractIn recent years the term ‘chiral’ has been used for geometric and combinatorial figures whic...
AbstractIn a previous paper we constructed a finite regular (abstract) 4-polytope of type {3,3,p} fo...
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