Główną część pracy stanowi przedstawienie geometrycznych dowodów twierdzeń Bieberbacha o grupach krystalograficznych, a następnie dowody twierdzeń klasyfikujących skończone grupy obrotów w przestrzeni trójwymiarowej oraz trójwymiarowe punktowe grupy krystalograficzne. Praca zawiera również wprowadzenie do teorii grup krystalograficznych oraz punktowych grup krystalograficznych, w którym korzystając z twierdzeń Bieberbacha pokazano związek między tymi dwoma rodzajami obiektów.We present geometric proofs of Bieberbach theorems on crystallographic groups and proofs of classification theorems for finite groups of rotations and crystallographic point groups in three-dimensional space. In addition, an introduction to the theory of crystallographi...
The nonabelian tensor square is one of the important homological functors of a group. A Bieberbach g...
Bieberbach groups are torsion free crystallographic groups. In this paper, our focus is on the Biebe...
Several homological invariants namely the nonabelian tensor square, the exterior square and the Schu...
Mit dem Zugriff auf den vorliegenden Inhalt gelten die Nutzungsbedingungen als akzeptiert. Die angeb...
[Text taken from Chapter 1]Hilbert’s problems are twenty-three problems in mathematics published by ...
A Bieberbach group is a crystallographic group which is an extension of a free abelian group of fini...
A torsion free crystallographic group, which is also known as a Bieberbach group is a generalization...
A crystallographic group is a discrete subgroup G of the set of isometries of Euclidean space ,nE wh...
The exterior square of a group is one of the homological functors which were originated in the homot...
Praca przedstawia pełną klasyfikację jedno- oraz dwuwymiarowychnieciągłych grup izometrii opartą na ...
Crystallography is a branch of physics that studies the properties of crystals. The atoms that make ...
Bieberbach groups are torsion free crystallographic groups. In this paper, our focus is on the Biebe...
The Farrell-Jones isomorphism conjecture in algebraic K-theory offers a description of the algebraic...
The torsion free crystallographic groups are called Bieberbach groups. These groups are extensions o...
Bieberbach groups are torsion free crystallographic groups. In this paper, our focus is given on the...
The nonabelian tensor square is one of the important homological functors of a group. A Bieberbach g...
Bieberbach groups are torsion free crystallographic groups. In this paper, our focus is on the Biebe...
Several homological invariants namely the nonabelian tensor square, the exterior square and the Schu...
Mit dem Zugriff auf den vorliegenden Inhalt gelten die Nutzungsbedingungen als akzeptiert. Die angeb...
[Text taken from Chapter 1]Hilbert’s problems are twenty-three problems in mathematics published by ...
A Bieberbach group is a crystallographic group which is an extension of a free abelian group of fini...
A torsion free crystallographic group, which is also known as a Bieberbach group is a generalization...
A crystallographic group is a discrete subgroup G of the set of isometries of Euclidean space ,nE wh...
The exterior square of a group is one of the homological functors which were originated in the homot...
Praca przedstawia pełną klasyfikację jedno- oraz dwuwymiarowychnieciągłych grup izometrii opartą na ...
Crystallography is a branch of physics that studies the properties of crystals. The atoms that make ...
Bieberbach groups are torsion free crystallographic groups. In this paper, our focus is on the Biebe...
The Farrell-Jones isomorphism conjecture in algebraic K-theory offers a description of the algebraic...
The torsion free crystallographic groups are called Bieberbach groups. These groups are extensions o...
Bieberbach groups are torsion free crystallographic groups. In this paper, our focus is given on the...
The nonabelian tensor square is one of the important homological functors of a group. A Bieberbach g...
Bieberbach groups are torsion free crystallographic groups. In this paper, our focus is on the Biebe...
Several homological invariants namely the nonabelian tensor square, the exterior square and the Schu...