Publications

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[1428] WANG, L.  2012.  Report: Decentralized Control of Continuous Petri Nets.
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report_dc_v3.pdf
[1429] Wang, L.  2012.  Report: Decentralized Control of Continuous Petri Nets.
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report_dc_v3.pdf
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[RP-80-07] Silva, M.  1980.  Redes de Petri y validación de sistemas con actividades concurrentes. :xx.
[RP-81-03] Silva, M, Velilla S.  1981.  Realización cableada de redes de Petri: Un equipo para prácticas. :215-230.
[RP-81-05] Silva, M, Velilla S.  1981.  Realización cableada de redes de Petri binarias. :265-275.
[RP-82-01] Silva, M, Velilla S.  1982.  Realización cableada de redes de Petri binarias. 6:151-155.
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[RP-84-03] Pardos, P, Silva M.  1984.  A robot programming and control system. :92-97.
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[RP-86-05] Silva, M, Roy A.  1986.  Robot programming and robot vision. :11-29.
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[RP-90-12] Valette, R, Silva M.  1990.  A Rede de Petri: Una Ferramenta para la Automa{\c c}ao Fabril. :181-200.
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[RP-92-06] Sánchez, B, Silva M.  1992.  Response time approximation for the performance analysis of manufacturing systems modeled with stochastic marked graphs. :1000-1005.
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[IPJiJuReSi04] Jimenez, E, Julvez J, Recalde L, Silva M.  2004.  Relaxed Continuous Views of Discrete Event Systems: considerations in Forrester Diagrams and Petri Nets. :4897-4904.
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final_SMC04.pdf
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[RCDM2006] Rodríguez, D, Popescu C, Delamer I, Martinez-Lastra.  2006.  Review and Initial Contributions to the Formal Modeling of Service-oriented Architectures in FMS2010.
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[PJC-98] Pérez-Jiménez, CJ, Campos J.  1998.  A Response Time Approximation Technique for Stochastic General PT Systems.
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98_PJC.ps
[1564] Parrilla, L, Mahulea C, Kloetzer M.  2017.  RMTool: recent enhancements. IFAC WC'2017: 20th World Congress of the International Federation of Automatic Control. Abstract
[RP-85-13] Pardos, P, Montano L.  1985.  Robot control using a Shooting Technique: The continuous case. :379-384.
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[AmbMay97] Ambos-Spies, K, Mayordomo E.  1997.  Resource Bounded Measure and Randomness. :1-47.
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97_ASM_LNPAM.ps
[AMWZ96] Ambos-Spies, K, Mayordomo E, Wang Y, Zheng X.  1996.  Resource bounded balanced genericity stochasticity and weak randomness. 1046:63-74.
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[1308] Gavaldà, R, López-Valdés M, Mayordomo E, Vinodchandran NV.  2010.  Resource-bounded Dimension in Computational Learning Theory. arXiv.
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[1369] Mayordomo, E, Blanco R, Montoya J, Ruiz-Pesini E.  2011.  Rebooting the human mitochondrial phylogeny: an automated and scalable methodology with expert knowledge. BMC Bioinformatics. 12:174(29pp.).
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[1403] de-Miguel-Casado, G, García-Chamizo JM.  2006.  The Role of Algebraic Models and Type-2 Theory of Effectivity in Special Purpose Processor Design. Computability in Europe 2006.
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[RP-92-34] Ezpeleta, J, Villarroel JL.  1992.  A rule-Petri net integrated approach for the modeling and analysis of manufacturing systems. :349-358.
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[262] Campos, J, Colom JM.  1991.  A Reachable Throughput Upper Bound for Live and Safe Free Choice Nets. 12th International Conference on Application and Theory of Petri Nets. :237-256.
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91_CC_Gjern.ps
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[1312] López-Grao, JP, Colom JM.  2006.  Resource Allocation Systems: Some complexity results on the $S^4PR$ class. Formal Techniques for Networked and Distributed Systems – FORTE 2006. 4229:323-339.
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06_LGC_FORTE.pdf
[1313] López-Grao, JP, Colom JM.  2010.  The Resource Allocation Problem In Software Applications: A Petri Net Perspective. International Workshop on Petri Nets and Software Engineering PNSE'10,. :7-21.
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10_LGC_PNSE.pdf
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[1330] Colom, JM.  2003.  The Resource Allocation Problem in Flexible Manufacturing Systems. Application and Theory of Petri Nets 2003. :23-35.