Publications
Filters: Author is J. Martínez [Clear All Filters]
[RP-89-05] Linear invariants in commutative high level nets. :96-114.
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1989.
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1989.
[RP-90-04] The lift example.
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1990.
[RP-90-05] Flexible manufacturing system.
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1990.
[1360] A first collection of challenging problems: A Flexible Manufacturing System. Proceedings of Design Methods Based on Nets (DEMON). Esprit Basic Research Action 3148. W.G. 6: Case Studies. Deliverables Covering the Period June 1989 to June 1990.
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1990.
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1990.
[IPMaMuSi87] Modeling, Validation and Software Implementation of Production Systems Using High Level Petri Nets. High-Level Petri Nets. Theory and Applications. :618-623.
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1991.
[ICCoMa90] Linear Invariants in Commutative High Level Nets. :146-165.
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1991.
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1991.
[RP-92-33] Petri Nets as a specification language for manufacturing systems. :427-436.
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1992.
[RP-92-09] Formal specification and validation in production plants. :64-73.
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1992.
[1063] A Petri net based deadlock prevention policy for flexible manufacturing systems. III Jornadas de Concurrencia. :199-233.
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1993.
[1061] Synthesis of Live High Level Models for a Class of FMS. 1993, IEEE International Conference on Systems, Man and Cybernetics. Systems Engineering in the Service of Humans (IEEE/SMC'93). 1:589-594.
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1993.
[RP-93-07] Synthesis of live models for a class of FMS. :557-563.
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1993.
[1071] A Petri net based deadlock prevention policy for flexible manufacturing systems. IEEE Transactions on Robotics and Automation. 11(2):173-184.
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1995.
[TricasMartinez95SMC] An Extension of the Liveness Theory for Concurrent Sequential Processes Competing for Shared Resources. :4119-4124.
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1995.
[RP-95-21] An extension of the liveness theory for concurrent sequential processes competing for shared resources. :4119-4124.
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1995.
[RP-95-10] Corrección de programas y Redes de Petri de alto nivel. :184-193.
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1995.
[RP-95-12] Corrección de programas y redes de Petri de alto nivel. :155-164.
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1995.
[RP-95-15] Distributed Systems Simulation using High Level Petri Nets. :227-233.
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1995.
[RP-98-02] Distributed control systems simulation using high level Petri nets. Mathematics and Computers in Simulation. 46:47-55.
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1998.