Publications

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Journal Article
[1278] Kloetzer, M, Mahulea C, Belta C, Silva M.  2010.  An Automated Framework for Formal Verification of Timed Continuous Petri Nets. IEEE Transactions on Industrial Informatics. 6(3):471.
[1457] Kloetzer, M, Mahulea C.  In Press.  A Petri net based approach for multi-robot path planning. Discrete Event Dynamic Systems: Theory and Applications.
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
[IPKLMA08] Kloetzer, M, Mahulea C, Belta C, Recalde L, Silva M.  2008.  Formal analysis of timed continuous Petri net.
[1449] Kloetzer, M, Mahulea C.  2012.  LTL Planning in Dynamic Environments. WODES'12: 11th Int. Workshop on Discrete Event Systems.
[IPJuJiReSi04a] Julvez, J, Jimenez E, Recalde L, Silva M.  2004.  On Observability in Timed Continuous Petri Net Systems. :60-69.
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qest04.pdf
[1447] Mahulea, C, Kloetzer M.  2012.  Online Petri Net Based Algorithm for Planning and Controlling Mobile Robots. ETFA'2012: 17th IEEE International Conference on Emerging Technologies and Factory Automation.
[1444] Kloetzer, M, Mahulea C, Pastravanu O.  2011.  A Probabilistic Abstraction Approach for Planning and Controlling Mobile Robots. ETFA'2011: 16th IEEE International Conference on Emerging Technologies and Factory Automation.
[IPMoHaSeSi01] Moreaux, P, Haddad S, Sereno M, Silva M.  2001.  Structural Characterisation and Qualitative Properties of Product Form Stochastic Petri Nets.
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silva.pdf
Book Chapter
[248] Teruel, E, Silva M, Colom JM, Campos J.  1994.  Functional and Performance Analysis of Cooperating Sequential Processes. Performance Evaluation of parallel and distributed systems. Solution Methods. :234-251.
[246] Campos, J, Colom JM, Jungnitz H, Silva M.  1994.  A General Iterative Technique for Approximate Throughput Computation of Stochastic Marked Graphs. Performance Evaluation of parallel and distributed systems. Solution Methods. :265-283.
[269] Silva, M, Colom JM, Campos J.  1992.  Linear Algebraic Techniques for the Analysis of Petri Nets. Recent Advances in Mathematical Theory of Systems, Control, Networks, and Signal Processing II. :35-42.
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[245] Chiola, G, Anglano C, Campos J, Colom JM, Silva M.  1994.  Operational Analysis of Timed Petri Nets and Application to the Computation of Performance Bounds. Performance Evaluation of parallel and distributed systems. Solution Methods. :197-213.
[1333] García-Vallés, F, Colom JM.  2003.  Structural Analysis of Signal Transition Graphs based on Linear Algebraic Techniques. Petri Net Approaches for Modelling and Validation. :35-51.
Book
[BBBCC-QMIPS-94] Baccelli, F, Balbo G, Boucherie RJ, Campos J, Chiola G.  1994.  Annotated Bibliography on Stochastic Petri Nets. 105:25-44.
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[1328] [Anonymous].  2001.  Application and Theory of Petri Nets 2001. Lecture Notes in Computer Science.
[1326] [Anonymous].  2003.  Petri Net Approaches for Modelling and Validation. Lincom Studies in Computer Science. 1
[RP-86-03] Alla, H, Silva M.  1986.  Petri nets for the specification of FMSs. :389-406.
[1324] [Anonymous].  2007.  Proceedings of the International Workshop on Petri Nets and Software Engineering (PNSE’07).