AbstractA theory of certain types of translations for generalised nets is developed, and the structure of nets constructed by a special method is analysed, especially with regard to subsets and extensions. This enables nonisomorphism results to be established, along with theorems that the number of nonisomorphic solutions of a certain type (for example, complete or maximal) tends to infinity with k
Extended partial geometries (EpGs) are natural generalisations of extended generalised quadrangles. ...
The so-called synthesis problem for nets, which consists in deciding whether a given graph is isomor...
Abstract. A new notion of a general morphism of Petri nets is introduced. The new morphisms are show...
AbstractA theory of certain types of translations for generalised nets is developed, and the structu...
In this survey, we will discuss the existence problem for translation nets, the question of when a t...
AbstractCertain translation nets are shown to be equivalent to sets of mutually orthogonal Latin squ...
Certain translation nets are shown to be equivalent to sets of mutually orthogonal Latin squares con...
AbstractIn this paper, we are concerned with three topics in finite geometry which have generated mu...
We establish a continuum theory of inextensible nets with hexagonal cell structure. Some qualitative...
The so-called synthesis problem for nets, which consists in deciding whether a given graph is isomor...
An account is given of various classifications of three-periodic nets. It is convenient to classify ...
The so-called synthesis problem for nets which consists in deciding whether a given automaton is iso...
AbstractPartial t-spreads and translation nets of small deficiency are considered (meaning s > (d−1)...
The paper consider the so-called generalized nets as a extansion of Petri nets. First the basic of t...
A graph in said to be a general (g,h) not if and only if (1) it has girth g and (2) it contains a co...
Extended partial geometries (EpGs) are natural generalisations of extended generalised quadrangles. ...
The so-called synthesis problem for nets, which consists in deciding whether a given graph is isomor...
Abstract. A new notion of a general morphism of Petri nets is introduced. The new morphisms are show...
AbstractA theory of certain types of translations for generalised nets is developed, and the structu...
In this survey, we will discuss the existence problem for translation nets, the question of when a t...
AbstractCertain translation nets are shown to be equivalent to sets of mutually orthogonal Latin squ...
Certain translation nets are shown to be equivalent to sets of mutually orthogonal Latin squares con...
AbstractIn this paper, we are concerned with three topics in finite geometry which have generated mu...
We establish a continuum theory of inextensible nets with hexagonal cell structure. Some qualitative...
The so-called synthesis problem for nets, which consists in deciding whether a given graph is isomor...
An account is given of various classifications of three-periodic nets. It is convenient to classify ...
The so-called synthesis problem for nets which consists in deciding whether a given automaton is iso...
AbstractPartial t-spreads and translation nets of small deficiency are considered (meaning s > (d−1)...
The paper consider the so-called generalized nets as a extansion of Petri nets. First the basic of t...
A graph in said to be a general (g,h) not if and only if (1) it has girth g and (2) it contains a co...
Extended partial geometries (EpGs) are natural generalisations of extended generalised quadrangles. ...
The so-called synthesis problem for nets, which consists in deciding whether a given graph is isomor...
Abstract. A new notion of a general morphism of Petri nets is introduced. The new morphisms are show...
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