This paper applied the separation logic notions of ownership and permission to ‘stack' variables that made it possible to banish the variable-use side conditions (e.g. on concurrency and frame rules) which bedevil proof in Hoare logic. The paper contained a formal proof system and some example proofs, together with a suggested model. This work has so far been useful to the small community that is building automated reasoning tools based on separation logic. Its ideas are essential to Parkinson and Vafeiadis' recent treatment of rely/guarantee and separation logic, and to Parkinson's proof of the concurrent stack
AbstractWe present an algebraic approach to separation logic. In particular, we give an algebraic ch...
We present an algebraic approach to separation logic. In particular, we give an algebraic characteri...
Separation logic is a key development in formal reasoning about programs, opening up new lines of at...
This paper applied the separation logic notions of ownership and permission to ‘stack' variables tha...
This paper contains a model and a proof of soundness for a range of program logics based on separati...
AbstractSeparation logic [Reynolds, J. C., Intuitionistic reasoning about shared mutable data struct...
Concurrent separation logic is a development of Hoare logic adapted to deal with pointers and concur...
Separation logic, originally developed by OÕHearn and Reynolds [1], is an extension of Hoare logic ...
Parkinson, Bornat, and Calcagno recently introduced a logic for partial correctness in which program...
AbstractParkinson, Bornat, and Calcagno recently introduced a logic for partial correctness in which...
This paper contains a model and a proof of soundness for a range of program logics based on separati...
AbstractConcurrent Separation Logic is a resource-sensitive logic for fault-free partial correctness...
Abstract. After some general remarks about program verification, we introduce separation logic, a no...
Hoare logic is bedevilled by complex and unmemorable side conditions on the use of variables. We def...
AbstractConcurrent separation logic is a Hoare logic for modular reasoning about concurrent heap-man...
AbstractWe present an algebraic approach to separation logic. In particular, we give an algebraic ch...
We present an algebraic approach to separation logic. In particular, we give an algebraic characteri...
Separation logic is a key development in formal reasoning about programs, opening up new lines of at...
This paper applied the separation logic notions of ownership and permission to ‘stack' variables tha...
This paper contains a model and a proof of soundness for a range of program logics based on separati...
AbstractSeparation logic [Reynolds, J. C., Intuitionistic reasoning about shared mutable data struct...
Concurrent separation logic is a development of Hoare logic adapted to deal with pointers and concur...
Separation logic, originally developed by OÕHearn and Reynolds [1], is an extension of Hoare logic ...
Parkinson, Bornat, and Calcagno recently introduced a logic for partial correctness in which program...
AbstractParkinson, Bornat, and Calcagno recently introduced a logic for partial correctness in which...
This paper contains a model and a proof of soundness for a range of program logics based on separati...
AbstractConcurrent Separation Logic is a resource-sensitive logic for fault-free partial correctness...
Abstract. After some general remarks about program verification, we introduce separation logic, a no...
Hoare logic is bedevilled by complex and unmemorable side conditions on the use of variables. We def...
AbstractConcurrent separation logic is a Hoare logic for modular reasoning about concurrent heap-man...
AbstractWe present an algebraic approach to separation logic. In particular, we give an algebraic ch...
We present an algebraic approach to separation logic. In particular, we give an algebraic characteri...
Separation logic is a key development in formal reasoning about programs, opening up new lines of at...