AbstractThis report1 1This research was supported by a 3-week visiting fellowship from the University of Aalborg, Denmark, by the State Committee for Scientific Research in Poland (grant 8 T11C 037 16) and by the Institute of Computer Science PAS. investigates a number of different notions of dimaps in [local] po-spaces, and of their dihomotopies. It discusses their respective advantages and drawbacks in modeling concurrency. This should be considered as a contribution towards putting some order into the foundations of the approach
Algebraic topological methods have been used successfully in concurrency theory, the domain of theo...
This report surveys a range of models for parallel computation to include interleaving models like t...
Partially ordered sets, causets, partially ordered spaces and their local counterparts are now often...
AbstractThis report1 1This research was supported by a 3-week visiting fellowship from the Unive...
The geometric models of concurrency - Dijkstra's PV-models and V. Pratt's Higher Dimensional Automat...
L. Fajstrup, E. Goubault, and M. Raussen have introduced local pospaces as a model for concurrent sy...
Locally partial-ordered spaces (local po-spaces) have been used to model concurrent systems. We prov...
AbstractL. Fajstrup, E. Goubault, and M. Raussen have introduced local pospaces as a model for concu...
AbstractIt has repeatedly been argued that the semi-cubical complexes3 3The italicized technical...
International audienceIn this article we carry on the study of the fundamental category of a partial...
In order to analyze concurrency by means of algebraic topology, we study the properties of the categ...
The geometric models of concurrency - Dijkstra\u27s PV-models and V. Pratt\u27s Higher Dimensional A...
International audienceIn this article we study the fundamental category (Goubault and Raussen, 2002;...
Parallel processes in concurrency theory can be modelled in a geometric framework. A convenient mode...
AbstractThis paper presents indispensable technical results of a general theory that will allow to s...
Algebraic topological methods have been used successfully in concurrency theory, the domain of theo...
This report surveys a range of models for parallel computation to include interleaving models like t...
Partially ordered sets, causets, partially ordered spaces and their local counterparts are now often...
AbstractThis report1 1This research was supported by a 3-week visiting fellowship from the Unive...
The geometric models of concurrency - Dijkstra's PV-models and V. Pratt's Higher Dimensional Automat...
L. Fajstrup, E. Goubault, and M. Raussen have introduced local pospaces as a model for concurrent sy...
Locally partial-ordered spaces (local po-spaces) have been used to model concurrent systems. We prov...
AbstractL. Fajstrup, E. Goubault, and M. Raussen have introduced local pospaces as a model for concu...
AbstractIt has repeatedly been argued that the semi-cubical complexes3 3The italicized technical...
International audienceIn this article we carry on the study of the fundamental category of a partial...
In order to analyze concurrency by means of algebraic topology, we study the properties of the categ...
The geometric models of concurrency - Dijkstra\u27s PV-models and V. Pratt\u27s Higher Dimensional A...
International audienceIn this article we study the fundamental category (Goubault and Raussen, 2002;...
Parallel processes in concurrency theory can be modelled in a geometric framework. A convenient mode...
AbstractThis paper presents indispensable technical results of a general theory that will allow to s...
Algebraic topological methods have been used successfully in concurrency theory, the domain of theo...
This report surveys a range of models for parallel computation to include interleaving models like t...
Partially ordered sets, causets, partially ordered spaces and their local counterparts are now often...