
- Homology, Homotopy and Applications, vol. 10(1), 2008, pp.353--388 TOWARDS A HOMOTOPY THEORY OF PROCESS ALGEBRA
- arXiv:math.AT/0105049v425Jul2001 Investigating The Algebraic Structure of Dihomotopy Types
- gaucher@pps.jussieu.fr http://www.pps.jussieu.fr/gaucher/ topological
- Towards A Homotopy Theory Of Higher Dimensional Transition
- T-homotopy and refinement of observation (I) : Introduction
- From Concurrency to Algebraic Topology Philippe Gaucher
- D eformation des Flots de Chemins Continus : Th eorie et Applications
- New York Journal of Mathematics New York J. Math. 12 (2006) 6395.
- arXiv:0903.4276v2 DIRECTED ALGEBRAIC TOPOLOGY AND HIGHER DIMENSIONAL
- Lambdaop'erations sur l'homologie d'une alg`ebre de Lie de matrices Philippe Gaucher
- New York Journal of Mathematics New York J. Math. 11 (2005) 97150.
- Combinatorics dimensional
- Entr'ee et sortie d'automates en alg`ebre homologique Philippe Gaucher
- Theory and Applications of Categories, Vol. 8, No. 12, 2001, pp. 324--376. COMBINATORICS OF BRANCHINGS IN HIGHER DIMENSIONAL
- homotopical http://www.pps.jussieu.fr/gaucher
- Etude homologique des chemins de dimension 1 dans un automate Philippe Gaucher
- Deformation des Flots de Chemins Continus : Theorie et Applications
- Dimensional http://www.pps.jussieu.fr/gaucher
- Theory and Applications of Categories, Vol. 16, No. 3, 2006, pp. 5983. INVERTING WEAK DIHOMOTOPY EQUIVALENCE USING
- Theory and Applications of Categories, Vol. 16, No. 3, 2006, pp. 59--83. INVERTING WEAK DIHOMOTOPY EQUIVALENCE USING
- Homology, Homotopy and Applications, vol.5(2), 2003, pp.39--82 TOPOLOGICAL DEFORMATION OF HIGHER DIMENSIONAL
- Le Monopoly pour les nuls Philippe Gaucher
- Homology, Homotopy and Applications, vol.5(1), 2003, pp.549--599 A MODEL CATEGORY FOR THE HOMOTOPY THEORY OF
- arXiv:math.CT/9902151v527Feb2000 Homotopy invariants of higher dimensional categories and
- arXiv:math.AT/0401033v216May2005 T-HOMOTOPY AND REFINEMENT OF OBSERVATION (V) : STRM
- arXiv:math.AT/0401033 T-HOMOTOPY AND REFINEMENT OF OBSERVATION (V) : STR M
- New York Journal of Mathematics New York J. Math. 12 (2006) 319--348.
- D eformation des Flots de Chemins Continus : Th eorie et Applications
- arXiv:math.AT/0308064 CLOSED SYMMETRIC MONOIDAL STRUCTURE AND FLOW
- Theory and Applications of Categories, Vol. 22, No. 22, 2009, pp. 588621. HOMOTOPICAL INTERPRETATION OF GLOBULAR COMPLEX
- Theory and Applications of Categories, Vol. 22, No. 22, 2009, pp. 588--621. HOMOTOPICAL INTERPRETATION OF GLOBULAR COMPLEX
- arXiv:1011.0918v1 TOWARDS A HOMOTOPY THEORY OF HIGHER DIMENSIONAL
- arXiv:0711.1330v2 HOMOTOPICAL EQUIVALENCE OF COMBINATORIAL AND
- arXiv:0808.1667v2 COMBINATORICS OF LABELLING IN HIGHER DIMENSIONAL
- Thomotopy and refinement of observation (I) : Introduction
- New York Journal of Mathematics New York J. Math. 11 (2005) 97--150.
- arXiv:math.CT/9902151v5 Homotopy invariants of higher dimensional categories and
- New York Journal of Mathematics New York J. Math. 12 (2006) 63--95.
- topological http://www.pps.jussieu.fr/gaucher
- Theory and Applications of Categories, Vol. 11, No. 3, 2003, pp. 75--106. THE BRANCHING NERVE OF HDA AND THE KAN CONDITION
- arXiv:0711.1330v2[math.AT]12Nov2007 HOMOTOPICAL EQUIVALENCE OF COMBINATORIAL AND
- Pure homotopical semantics of process algebra
- arXiv:math.AT/0302283v124Feb2003 CONCURRENT PROCESS UP TO HOMOTOPY (I)
- Deformation des Flots de Chemins Continus : Theorie et Applications
- Theory and Applications of Categories, Vol. 8, No. 12, 2001, pp. 324376. COMBINATORICS OF BRANCHINGS IN HIGHER DIMENSIONAL
- arXiv:0707.1449v1 ABSTRACT HOMOTOPICAL METHODS FOR THEORETICAL
- Observation Application
- Timed Event Structure and Confidentiality by Causality Philippe Gaucher
- SYST`EME DE TRANSITION DE HAUTE DIMENSION ET ENSEMBLE PRECUBIQUE ETIQUETE
- Rsolutions non abeliennes et homologie des monodes Yves Lafont
- Higher Dimensional Transition System and Labelled Symmetric
- Homotopical composition
- New York Journal of Mathematics New York J. Math. 14 (2008) 101--137.
- Homology, Homotopy and Applications, vol.5(2), 2003, pp.3982 TOPOLOGICAL DEFORMATION OF HIGHER DIMENSIONAL
- arXiv:math.AT/0302283 CONCURRENT PROCESS UP TO HOMOTOPY (I)
- arXiv:1011.0918v1[math.CT]3Nov2010 TOWARDS A HOMOTOPY THEORY OF HIGHER DIMENSIONAL
- categories (talk http://www.pps.jussieu.fr/gaucher
- Homology, Homotopy and Applications, vol.5(1), 2003, pp.549599 A MODEL CATEGORY FOR THE HOMOTOPY THEORY OF
- arXiv:math.AT/0308064v17Aug2003 CLOSED SYMMETRIC MONOIDAL STRUCTURE AND FLOW
- arXiv:math/0105049v4 2001 Investigating The Algebraic Structure of Dihomotopy Types
- EME DE TRANSITION DE HAUTE DIMENSION ET ENSEMBLE PHILIPPE GAUCHER
- arXiv:math.AT/0307327 THE HOMOTOPY BRANCHING SPACE OF A FLOW
- realization http://www.pps.jussieu.fr/gaucher
- arXiv:math.AT/0404328 FLOW DOES NOT MODEL FLOWS UP TO WEAK DIHOMOTOPY
- Homology, Homotopy and Applications, vol.7(1), 2005, pp.51--76 HOMOLOGICAL PROPERTIES OF NONDETERMINISTIC
- Homology, Homotopy and Applications, vol. 10(1), 2008, pp.353388 TOWARDS A HOMOTOPY THEORY OF PROCESS ALGEBRA
- From Concurrency to Algebraic Topology Philippe Gaucher
- Le Monopoly pour les nuls Philippe Gaucher
- T-homotopy and Refinement of Observation
- arXiv:math.AT/0302284 CONCURRENT PROCESS UP TO HOMOTOPY (II)
- Theory and Applications of Categories, Vol. 11, No. 3, 2003, pp. 75106. THE BRANCHING NERVE OF HDA AND THE KAN CONDITION
- arXiv:0808.1667v2[math.AT]17Nov2009 COMBINATORICS OF LABELLING IN HIGHER DIMENSIONAL
- New York Journal of Mathematics New York J. Math. 12 (2006) 319348.
- Combinatorics of labelling in higher dimensional automata
- Using context and model categories to define directed homotopies
- Homology, Homotopy and Applications, vol.7(1), 2005, pp.5176 HOMOLOGICAL PROPERTIES OF NON-DETERMINISTIC
- algebra Philippe http://www.pps.jussieu.fr/gaucher
- arXiv:0707.1449v1[math.AT]10Jul2007 ABSTRACT HOMOTOPICAL METHODS FOR THEORETICAL
- New York Journal of Mathematics New York J. Math. 16 (2010) 409461.
- New York Journal of Mathematics New York J. Math. 14 (2008) 101137.
- Hindawi Publishing Corporation International Journal of Mathematics and Mathematical Sciences
- arXiv:math.AT/0404328v319Jan2006 FLOW DOES NOT MODEL FLOWS UP TO WEAK DIHOMOTOPY
- arXiv:math.AT/0307327v124Jul2003 THE HOMOTOPY BRANCHING SPACE OF A FLOW
- arXiv:math.AT/0302284v124Feb2003 CONCURRENT PROCESS UP TO HOMOTOPY (II)
- About Higher Dimensional Transition Systems
- Cubes, homotopy and process Philippe Gaucher
- A topological model for studying branching and merging homologies
- Homotopical semantics of parallel composition in CCS
- Globular realization and cubical underlying homotopy type
- Time flows up to homotopy Between concurrent processes and model
- TOWARDS A HOMOTOPY THEORY OF HIGHER DIMENSIONAL (29 TRANSPARENCIES)
- T-homotopy and Quillen model How to construct a model category whose
- FLOW DOES NOT MODEL FLOWS UP TO WEAK DIHOMOTOPY (9 TRANSPARENCIES)
- STRUCTURES MOD`ELES POUR LA DIHOMOTOPIE PHILIPPE GAUCHER