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Operational Semantics
Higher Order
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Bisimulations for Open Processes in Higher Order p-Calculus
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Bisimulations for Open Processes in Higher Order p-Calculus
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Zining Cao
In this paper, we propose open bisimulations for open processes in
higher order
π-calculus. The equivalence of open bisimulations and other bisimulations for open processes is proved. Furthermore, we present a symbolic
operational semantics
of
higher order
open processes, and give some symbolic bisimulations for
higher order
processes. The relation between symbolic bisimulations and other bisimulations is also studied. At last, we introduce a
higher order
π-calculus with sum and conditional operators, then we study open bisimulations and symbolic bisimulations for this calculus.
Conference:
Theoretical Aspects of Software Engineering - TASE
, 2010
DOI:
10.1109/TASE.2010.17
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References
(20)
A semantic framework for open processes
(
Citations: 3
)
Paolo Baldan
,
Andrea Bracciali
,
Roberto Bruni
Journal:
Theoretical Computer Science - TCS
, vol. 389, no. 3, pp. 446-483, 2007
Symbolic Equivalences for Open Systems
(
Citations: 4
)
Paolo Baldan
,
Andrea Bracciali
,
Roberto Bruni
Conference:
Global Computing - GC
, pp. 1-17, 2004
Equivalence Checking for a Finite Higher Order pi-Calculus
(
Citations: 3
)
Zining Cao
Conference:
Tests and Proofs - TAP
, pp. 30-47, 2008
Bisimulations for a Distributed Higher Order pi Calculus
(
Citations: 4
)
Zining Cao
Conference:
International Colloquium on Theoretical Aspects of Computing - ICTAC
, pp. 94-108, 2007
More on Bisimulations for Higher Order pi-Calculus
(
Citations: 12
)
Zining Cao
Conference:
Foundations of Software Science and Computation Structure - FoSSaCS
, pp. 63-78, 2006