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[RP-84-09] Martínez, J, Silva M.  1984.  A language for the description of concurrent sytems modelled by coloured Petri nets: Application to the control of flexible manufacturing systems. :72-77.
[RP-85-01] Silva, M.  1985.  Las redes de Petri en la Automática y la Informática.
[RP-83-03] Martínez, J, Silva M.  1983.  Lenguajes de Programación para el Control de Procesos Industriales. :127-137.
[RP-83-04] Silva, M.  1983.  Lenguajes de programación para robots industriales (Parte I). :35-48.
[RP-84-02] Silva, M.  1984.  Lenguajes de programación para robots industriales (Parte II). :39-53.
[RP-85-06] Silva, M.  1985.  Lenguajes para la programación de robots industriales. :11-80.
[883] Silva, M, Teruel E, Colom JM.  1998.  Linear Algebraic and Linear Programming Techniques for the Analysis of Place/Transition Net Systems. Lectures on Petri Nets I: Basic Models. Advances in Petri Nets. :309-373.
[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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[199] Teruel, E, Colom JM, Silva M.  1993.  Linear Analysis of Deadlock-Freeness of Petri Net Models. Second European Control Conference, ECC'93. 2:513-518.
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[1364] Teruel, E, Colom JM, Silva M.  1993.  Linear Analysis of Deadlock-Freeness of Petri Net Models. III Jornadas de Concurrencia. :175-180.
[ICTeSi93] Teruel, E, Silva M.  1993.  Liveness and Home States in Equal Conflict Systems. Application and Theory of Petri Nets 1993. 691:415-432.
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[RP-89-08] Silva, M.  1989.  Logical controllers. :157-166bis.
[1341] Colom, JM, Teruel E, Silva M.  1998.  Logical Properties of P/T Systems and their Analysis. Performance Models for Discrete Event Systems with Synchronisations: Formalisms and Analysis Techniques Vol.1, HCM-MATCH Advanced Schools. :185-232.
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[IPGiJuSe03] Giua, A, Julvez J, Seatzu C.  2003.  Marking Estimation of Petri Nets based on Partial Observation. :-.
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[1496] Fraca, E, Julvez J, Silva M.  2012.  Marking homothetic monotonicity and fluidization of untimed Petri nets. 11th International Workshop on Discrete Event Systems (WODES’12). :21-27.
[RP-86-07] Murata, T, Silva M.  1986.  Maximun firing deviation and fair relations in Petri nets. :1008-1010.
[RP-80-05] Silva, M.  1980.  Memoria de actividades del Dpto. de Automática de la E.T.S.I. Industriales de la U.Z.. :111-116.
[RP-88-04] Smith, JM, Villarroel JL.  1988.  Merging artificial intelligence techniques and Petri nets for real time scheduling and control of production systems. :528-531.
[RP-89-13] Villarroel, JL, Martínez J, Muro P, Silva M, Smith SF.  1989.  Merging artificial intelligence techniques and Petri nets for real time scheduling and control of production systems. :307-313.
[RP-89-18] Villarroel, JL, Martínez J, Muro P, Silva M, Smith SF.  1989.  Merging Artificial Intelligence Techniques and Petri nets for Time Scheduling and Control of Production Systems. :141-144.
[RP-90-08] Best, E, Silva M.  1990.  Minimal Deadlocks in Free Choice nets.
[1281] Wang, L, Mahulea C, Julvez J, Silva M.  2010.  Minimum-Time Control for Structurally Persistent Continuous Petri Nets. CDC10: 49th IEEE Conference on Decision and Control.
[1434] Wang, L, Mahulea C, Julvez J, Silva M.  2012.  Minimum-time Decentralized Control of Choice-Free Continuous Petri Nets. Nonlinear Analysis: Hybrid Systems.
[1453] Wang, L, Mahulea C, Julvez J, Silva M.  2013.  Minimum-time Decentralized Control of Choice-Free Continuous Petri Nets. Nonlinear Analysis: Hybrid Systems. 7(1):39-53.
[1464] Wang, L, Mahulea C, Silva M.  2013.  Minimum-Time Flow Control of Timed Continuous Choice-Free Nets. ECC'13: European Control Conference.