Publications

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[TRMaGiReSeSi07] Mahulea, C, Giua A, Recalde L, Seatzu C, Silva M.  2008.  Optimal model predictive control of Timed Continuous Petri nets.
Journal Article
[1257] Mahulea, C, Recalde L, Silva M.  2009.  Basic Server Semantics and Performance Monotonicity of Continuous Petri Nets. Discrete Event Dynamic Systems. 19(2):212.
[1288] Recalde, L, Haddad S, Silva M.  2010.  Continuous Petri Nets: Expressive Power and Decidability Issues. International Journal of Foundations of Computer Science. 21(2):235-256.
[EzRe-04] Ezpeleta, J, Recalde L.  2004.  A Deadlock Avoidance Approach for Non-Sequential Resource Allocation Systems. IEEE Transactions on Systems, Man and Cybernetics. Part-A: Systems and Humans. 34
[ARJuReSi06] Julvez, J, Recalde L, Silva M.  2006.  Deadlock-freeness analysis of continuous mono-T-semiflow Petri nets. IEEE Trans. on Automatic Control. 51:1472-1481.
[ARReTeSi97] Recalde, L, Teruel E, Silva M.  1998.  Modeling and Analysis of Sequential Processes that Cooperate through Buffers. IEEE Trans on Robotics and Automation. 14:267-277.
[1258] Mahulea, C, Recalde L, Silva M.  2010.  Observability of continuous Petri nets with infinite server semantics. Nonlinear Analysis: Hybrid Systems. 4(2):232.
[ARSiRe04] Silva, M, Recalde L.  2004.  On fluidification of Petri net models: from discrete to hybrid and continuous models. Annual Reviews in Control. 28:253-266.
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ADHS03_publicado.pdf
[ARReTeSi98] Recalde, L, Teruel E, Silva M.  1998.  On Linear Algebraic Techniques for Liveness Analysis of PT Systems. Journal of Circuits Systems and Computers. 8:223-265.
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98_RTS_JCSC.pdf
[ARMAGIRESESI08] Mahulea, C, Giua A, Recalde L, Seatzu C, Silva M.  2008.  Optimal model predictive control of Timed Continuous Petri nets. IEEE Transactions on Automatic Control. 53:1731-1735.
[ARSiRe02] Silva, M, Recalde L.  2002.  Petri nets and integrality relaxations A view of continuous Petri nets. IEEE Trans on Systems Man and Cybernetics. 32:314-327.
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02_SR_TSMC.pdf
[ARReSi00] Recalde, L, Silva M.  2001.  Petri Nets fluidification revisited Semantics and steady state. APII JESA. 35:435-449.
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00_RS_ADPM.ps
[ARMARARESI08] Mahulea, C, Ramirez A, Recalde L, Silva M.  2008.  Steady state control reference and token conservation laws in continuous Petri net systems. IEEE Transactions on Automation Science and Engineering. 5:307-320.
[ARJuReSi05] Julvez, J, Recalde L, Silva M.  2005.  Steady-state performance evaluation of continuous mono-T-semiflow Petri nets. Automatica. 41:605-616.
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perf_publicado.pdf
[ARReTeSi01] Recalde, L, Teruel E, Silva M.  2001.  Structure Theory of Multi Level Deterministically Synchronized Sequential Processes. Theoretical Computer Science. 254:1-33.
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01_RTS_TCS.ps
Conference Proceedings
[IPJuBeReSi04] Julvez, J, Bemporad A, Recalde L, Silva M.  2004.  Event-driven optimal control of continuous Petri nets. :69-74.
Conference Paper
[IPReTeSi99] Recalde, L, Teruel E, Silva M.  1999.  Autonomous Continuous PT systems. 1639:107-126.
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99_RTS_ICATPN.pdf
[IPBaReChSi00] Basile, F, Recalde L, Chiacchio P, Silva M.  2000.  Closed Loop live Petri Net Supervisors for Generalized Mutual Exclusion Constraints. :169-180.
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00_BCRS_WODES.ps
[IPHRRS01] Hillston, J, Recalde L, Ribaudo M, Silva M.  2001.  A Comparison of the Expressiveness of SPA and Bounded SPN models. :197-206.
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01_HRRS_PNPM.ps
[IPSiRe05] Silva, M, Recalde L.  2005.  Continuization of Timed Petri Nets: From Performance Evaluation to Observation and Control.
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icatpn05.pdf
[IPReHaSi07] Recalde, L, Haddad S, Silva M.  2007.  Continuous Petri Nets: Expressive Power and Decidability Issues. LNCS. 4762:362-377.
[IPEzRe02] Ezpeleta, J, Recalde L.  2002.  A Deadlock Avoidance Approach for Non Sequential Resource Allocation Systems.
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02_ER_SMC.pdf
[IPJuJiReSi04b] Julvez, J, Jimenez E, Recalde L, Silva M.  2004.  Design of Observers for Timed Continuous Petri Net Systems. :1678-1685.
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smc04.pdf
[IPKLMA08] Kloetzer, M, Mahulea C, Belta C, Recalde L, Silva M.  2008.  Formal analysis of timed continuous Petri net.
[IPJiReSi01] Jimenez, E, Recalde L, Silva M.  2001.  Forrester Diagrams and Continuous Petri Nets A Comparative View. :85-94.
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01_JRS_ETFA.pdf