Abstract. A schematic law dealing with localization operator is proposed for pi calculus. It is shown that the law renders the use of distinction unnecessary in the axiomatic theory of open congruence.
Open bisimilarity is a strong bisimulation congruence for the pi-calculus. In open bisimilarity, fre...
AbstractWe discuss an algebra of open formulas, SOAF. The algebra is equipped with the operator mgi-...
AbstractThe popularity and flexibility of the Z notation can largely be attributed to its notion of ...
AbstractThe paper investigates the nonsymbolic algebraic semantics of the weak bisimulation congruen...
In this paper we introduce and investigate a logic for the schema calculus of Z. The schema calculus...
In the context of the π-calculus, open bisimulation is prominent and popular due to its congruence p...
AbstractThe χ-calculus is an important evolution for mobile process calculi. Open congruence is wide...
AbstractIn the context of the π-calculus, open bisimulation is prominent and popular due to its cong...
AbstractThe theory of chi processes with the mismatch operator is studied. Four congruence relations...
International audienceWe prove a new congruence result for the pi-calculus: bisimilarity is a congru...
AbstractIn the context of the π-calculus, open bisimulation is prominent and popular due to its cong...
The χ-calculus is an important evolution for mobile process calculi. Open congruence is widely studi...
We give an axiomatisation of strong bisimilarity on a small fragment of CCSthat does not feature the...
The popularity and flexibility of the Z notation can largely be attributed to its notion of schemas....
This paper introduces a restricted form of the axiom rule in calculi of Partial Inductive Definition...
Open bisimilarity is a strong bisimulation congruence for the pi-calculus. In open bisimilarity, fre...
AbstractWe discuss an algebra of open formulas, SOAF. The algebra is equipped with the operator mgi-...
AbstractThe popularity and flexibility of the Z notation can largely be attributed to its notion of ...
AbstractThe paper investigates the nonsymbolic algebraic semantics of the weak bisimulation congruen...
In this paper we introduce and investigate a logic for the schema calculus of Z. The schema calculus...
In the context of the π-calculus, open bisimulation is prominent and popular due to its congruence p...
AbstractThe χ-calculus is an important evolution for mobile process calculi. Open congruence is wide...
AbstractIn the context of the π-calculus, open bisimulation is prominent and popular due to its cong...
AbstractThe theory of chi processes with the mismatch operator is studied. Four congruence relations...
International audienceWe prove a new congruence result for the pi-calculus: bisimilarity is a congru...
AbstractIn the context of the π-calculus, open bisimulation is prominent and popular due to its cong...
The χ-calculus is an important evolution for mobile process calculi. Open congruence is widely studi...
We give an axiomatisation of strong bisimilarity on a small fragment of CCSthat does not feature the...
The popularity and flexibility of the Z notation can largely be attributed to its notion of schemas....
This paper introduces a restricted form of the axiom rule in calculi of Partial Inductive Definition...
Open bisimilarity is a strong bisimulation congruence for the pi-calculus. In open bisimilarity, fre...
AbstractWe discuss an algebra of open formulas, SOAF. The algebra is equipped with the operator mgi-...
AbstractThe popularity and flexibility of the Z notation can largely be attributed to its notion of ...