Publications
Filters: First Letter Of Title is T [Clear All Filters]
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1980.
[RP-85-09] Tolerancia a fallos en aplicaciones tiempo real. :111-124.
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1985.
[RP-86-06] Terminal controllers for robots: Shooting and optimal control. :384-389.
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1986.
[RP-87-04] Towards a Synchrony Theory for P/T Nets. :435-460.
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1987.
[ICSilv87] Towards a Synchrony Theory for P/T Nets. Concurrency and Nets. :435-460.
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1987.
[278] Tight Polynomial Bounds for Steady-State Performance of Marked Graphs. Third IEEE International Workshop on Petri Nets and Performance Models (PNPM'89). :200-209.
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1989.
[RP-90-02] Top-down synthesis of live & bounded Free Choice Nets. :63-83.
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1990.
[RP-91-30] Top-down synthesis of live and bounded free choice nets. 524:118-139.
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1991.
[ICEsSi91b] Top-Down Synthesis of Live and Bounded Free Choice Nets. Advances in Petri Nets 91. 524:118-139.
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1991.
[CS-Melbourne-91] Throughput Upper Bounds for Markovian Petri Nets Embedded Subnets and Queueing Networks. :312-321.
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1991.
[CSS-Melbourne-91] Throughput Lower Bounds for Markovian Petri Nets Transformation Techniques. :322-331.
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1991.
[State-of-the-art-93] The Timed Coloured Petri Net Formalism Position Paper. 14:3-60.
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1993.
[1059] Toward a Formal Semantics of IEEE Std. VHDL 1076. Euro-DAC’93 European Design Automation Conference with Euro-VHDL'93. :526-531.
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1993.
[RP-96-12] A Throughtput Approximation Algorithm for Decision Free Processes. :161-178.
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1996.
[RP-97-06] Throughput Approximation of Decision Free Processes Using Decomposition. :174-182.
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1997.
[LutMayTPRBMb] Twelve problems in resource bounded measure. Bulletin of the European Association for Theoretical Computer Science. 68:64-80.
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1999.
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2000.
[LutMayTPRBM] Twelve problems in resource bounded measure. :83-101.
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2001.
[ZRS-JIM-01] A Two Phase Optimisation Method for Petri Net Models of Manufacturing Systems. Journal of Intelligent Manufacturing. 12:421-432.
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2001.
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2002.
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2004.
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2006.
[Mayo06] Two open problems on effective dimension. 3988:353–359.
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2006.
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2006.
[BLV07] Tail estimates and a random embedding of l^p_n to l_r^{(1+ε)n}, 0<r<p<2.. Publ. Math. Debrecen. 70
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2007.