Crystallization theory is a representation method for compact PL manifolds by means of a particular class of edge-coloured graphs. The combinatorial nature of this representation allows to elaborate and implement algorithmic procedures for the generation and analysis of catalogues of closed PL n-manifolds. In this paper we discuss the concepts which are involved in these procedures for n = 4 and present classification results arising from the study of the initial segment of the catalogue
This is a survey of the techniques and results developped by Mario Pezzana and his group. The origi...
The present paper is a survey of up-to-date results in 3-dimensional crystallization theory, in part...
The present paper studies the relationship between handle-decompositions of PL 4-manifolds and the s...
Crystallization theory is a representation method for compact PL manifolds by means of a particular ...
Crystallization theory is a graph-theoretical representation method for compact PL-manifolds of arbi...
Crystallization theory is a graph-theoretical representation method for compact PL-manifolds of arbi...
The present paper is devoted to establish a connection between the 4-manifold representation method ...
Crystallization theory is a combinatorial representation of piecewise-linear (closed connected) mani...
The goal of this paper is to give some theorems which relate to the problem of classifying smooth 4-...
The goal of this paper is to give some theorems which relate tothe problem of classifying smooth 4{m...
We present the main results and basic definitions on the combinatorial representation of closed conn...
Within geometric (or PL) topology, a representation theory exists, which makes use of a particular c...
The present paper is a survey of up-to-date results in 3-dimensional crystallization theory, in part...
We present a completely combinatorial cheracterization of 3-manifold crystallizations among all 4-c...
We describe an algorithm to subdivide automatically a given set of PL n-manifolds (via coloured tria...
This is a survey of the techniques and results developped by Mario Pezzana and his group. The origi...
The present paper is a survey of up-to-date results in 3-dimensional crystallization theory, in part...
The present paper studies the relationship between handle-decompositions of PL 4-manifolds and the s...
Crystallization theory is a representation method for compact PL manifolds by means of a particular ...
Crystallization theory is a graph-theoretical representation method for compact PL-manifolds of arbi...
Crystallization theory is a graph-theoretical representation method for compact PL-manifolds of arbi...
The present paper is devoted to establish a connection between the 4-manifold representation method ...
Crystallization theory is a combinatorial representation of piecewise-linear (closed connected) mani...
The goal of this paper is to give some theorems which relate to the problem of classifying smooth 4-...
The goal of this paper is to give some theorems which relate tothe problem of classifying smooth 4{m...
We present the main results and basic definitions on the combinatorial representation of closed conn...
Within geometric (or PL) topology, a representation theory exists, which makes use of a particular c...
The present paper is a survey of up-to-date results in 3-dimensional crystallization theory, in part...
We present a completely combinatorial cheracterization of 3-manifold crystallizations among all 4-c...
We describe an algorithm to subdivide automatically a given set of PL n-manifolds (via coloured tria...
This is a survey of the techniques and results developped by Mario Pezzana and his group. The origi...
The present paper is a survey of up-to-date results in 3-dimensional crystallization theory, in part...
The present paper studies the relationship between handle-decompositions of PL 4-manifolds and the s...