Publications

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2010
[1258] Mahulea, C, Recalde L, Silva M.  2010.  Observability of continuous Petri nets with infinite server semantics. Nonlinear Analysis: Hybrid Systems. 4(2):232.
[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.
2009
[1250] Mahulea, C, Seatzu C, Cabasino MP, Recalde L, Silva M.  2009.  Observer Design for Untimed Continuous Petri Nets. ACC'09: Proceedings of the 2009 conference on American Control Conference.
[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.
2008
[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.
[IPMARESI08] Mahulea, C, Recalde L, Silva M.  2008.  Observability of Timed Continuous Petri Nets: A Class of Hybrid Systems.
[IPVaRaReSi08] Vázquez, CR, Ramirez A, Recalde L, Silva M.  2008.  On Controllability of Timed Continuous Petri Nets. Lectures Notes in Computer Science. 4981:528–541.
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Controllability draft.pdf
[IPGIMARESESI08] Giua, A, Mahulea C, Recalde L, Seatzu C, Silva M.  2008.  Properties of continuous Petri nets controlled via model predictive control.
[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.
[IPVaReSi08] Vázquez, CR, Recalde L, Silva M.  2008.  Stochastic-Continuous State Approximation of Markovian Petri Net Systems. IEEE Conference on Decision and Control.
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Draft Stochastic Continuous-State Approximation of Markovian Petri Net Systems.pdf
[IPKLMA08] Kloetzer, M, Mahulea C, Belta C, Recalde L, Silva M.  2008.  Formal analysis of timed continuous Petri net.
[IPVaMaMiReSi08] Vázquez, CR, Mangini AM, Mihalache A, Recalde L, Silva M.  2008.  Timing and Deadlock-freeness in Continuous Petri Nets. IFAC World Congress. 17
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Timing for deadlock-freeness v submitted.pdf
[TRMaGiReSeSi07] Mahulea, C, Giua A, Recalde L, Seatzu C, Silva M.  2008.  Optimal model predictive control of Timed Continuous Petri nets.
2007
[IPCaGiMaReSeSi07] Cabasino, MP, Giua A, Mahulea C, Recalde L, Seatzu C, Silva M.  2007.  State Estimation of Petri Nets by Transformation. :194-199.
[IPReHaSi07] Recalde, L, Haddad S, Silva M.  2007.  Continuous Petri Nets: Expressive Power and Decidability Issues. LNCS. 4762:362-377.
2006
[IPGiMaReSeSi06b] Giua, A, Mahulea C, Recalde L, Seatzu C, Silva M.  2006.  Optimal control of timed continuous Petri nets via explicit MPC. Lecture Notes in Control and Information Sciences. 341:383-390.
[IPMaReSi06] Mahulea, C, Recalde L, Silva M.  2006.  On performance monotonicity and basic servers semantics of continuous Petri nets. :345–351.
[IPGiMaReSeSi06a] Giua, A, Mahulea C, Recalde L, Seatzu C, Silva M.  2006.  Optimal control of continuous Petri nets via model predictive control. :235–241.
[IPMaGiReSeSi06] Mahulea, C, Giua A, Recalde L, Seatzu C, Silva M.  2006.  On sampling continuous timed Petri nets: reachability "equivalence" under infinite servers semantics. :37–43.
[IPReMaSi06] Recalde, L, Mahulea C, Silva M.  2006.  Improving analysis and simulation of continuous Petri Nets. :7–12.
[IPHaReSi06] Haddad, S, Recalde L, Silva M.  2006.  On the Computational Power of Timed Differentiable Petri Nets. LNCS. 4202:230-244.
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TRHaReSi06.pdf
[IPXuReSi06] Xu, J, Recalde L, Silva M.  2006.  Tracking control of join-free timed continuous Petri net systems.
[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.
2005
[IPMaReSi05] Mahulea, C, Recalde L, Silva M.  2005.  Optimal Observability for Continuous Petri Nets. :CDROM.
[IPMaRaReSi05] Mahulea, C, Ramirez A, Recalde L, Silva M.  2005.  Steady state control, zero valued poles and token conservation laws in continuous net systems.