AbstractReversible computation has a growing number of promising application areas such as the modelling of biochemical systems, program debugging and testing, and even programming languages for quantum computing. We discuss reversibility in major process algebras from the point of view of operational semantics. The main difficulty seems to be with the definitions of forward and reverse computation for the dynamic operators, and we confine ourselves to these, leaving the static operators for further work. We consider a solution where predicates in SOS rules play a vital role
Reversible computing allows one to execute programs both in the standard, forward direction, and ba...
In reversible computing a program can undo a set of past actions. This is useful in many areas inclu...
Existing formalisms for the algebraic specification and representation of networks of reversible age...
AbstractReversible computation has a growing number of promising application areas such as the model...
AbstractReversible computation has a growing number of promising application areas such as the model...
AbstractThere is a growing interest in models of reversible computation driven by exciting applicati...
There is a growing interest in models of reversible computation driven by exciting application areas...
The Concurrency Column of EATCS Bulletin, No 129A number of formalisms have been proposed to model v...
An extension of process algebra is introduced which can be compared to (propositional) dynamic logic...
We introduce a process calculus with a new prefixing operator that allows us to model locally contro...
Reversible computing allows one to execute programs both in the stan- dard, forward direction, and b...
We investigate the relationship between operational semantics, equational semantics, and ready equi...
We generalize algebraic operational semantics from sequential languages to distributed, concurrent l...
AbstractIn this paper we study the relation between reversible and irreversible computation applicab...
Causal reversibility blends reversibility and causality for concurrent systems. It indicates that an...
Reversible computing allows one to execute programs both in the standard, forward direction, and ba...
In reversible computing a program can undo a set of past actions. This is useful in many areas inclu...
Existing formalisms for the algebraic specification and representation of networks of reversible age...
AbstractReversible computation has a growing number of promising application areas such as the model...
AbstractReversible computation has a growing number of promising application areas such as the model...
AbstractThere is a growing interest in models of reversible computation driven by exciting applicati...
There is a growing interest in models of reversible computation driven by exciting application areas...
The Concurrency Column of EATCS Bulletin, No 129A number of formalisms have been proposed to model v...
An extension of process algebra is introduced which can be compared to (propositional) dynamic logic...
We introduce a process calculus with a new prefixing operator that allows us to model locally contro...
Reversible computing allows one to execute programs both in the stan- dard, forward direction, and b...
We investigate the relationship between operational semantics, equational semantics, and ready equi...
We generalize algebraic operational semantics from sequential languages to distributed, concurrent l...
AbstractIn this paper we study the relation between reversible and irreversible computation applicab...
Causal reversibility blends reversibility and causality for concurrent systems. It indicates that an...
Reversible computing allows one to execute programs both in the standard, forward direction, and ba...
In reversible computing a program can undo a set of past actions. This is useful in many areas inclu...
Existing formalisms for the algebraic specification and representation of networks of reversible age...