AbstractWe propose a new and uniform abstract relational approach to demonic nondeterminism and robust correctness similar to Hoare's chaos semantics. It is based on a specific set of relations on flat lattices. This set forms a complete lattice. Furthermore, we deal with the refinement of programs. Among other things, we show the correctness of the unfold/fold method for demonic nondeterminism and robust correctness as refinement relation and investigate relationships to Dijkstra's wp-calculus and Morgan's specification statement
AbstractA logical framework is presented for representing and reasoning about nondeterministic progr...
AbstractIn relational semantics, the input-output semantics of a program is a relation on its set of...
We give finite axiomatizations for the varieties generated by representable domain-range algebras wh...
AbstractWe propose a new and uniform abstract relational approach to demonic nondeterminism and robu...
Relation algebra and its reducts provide us with a strong tool for reasoning about nondeterministic ...
Hoare and He have proposed unifying theories of programming (UTP): a model of alphabetised relations...
AbstractAbstract relational algebra is proposed as a practical means to describe the denotational se...
AbstractWe present a refinement ordering between binary relations, viewed as programs or specificati...
AbstractThe first half is a tutorial on orderings, lattices, Boolean algebras, operators on Boolean ...
AbstractHoare and He's unifying theories of programming (UTP) is a model of alphabetised relations e...
AbstractThis article builds on a tutorial introduction to universal algebra for language theory (Cou...
"Nondeterminism in Algebraic Specifications and Algebraic Programs" presents a mathematical theory f...
AbstractThis paper describes the systematic use of fixpoints for the relational semantics of unbound...
We give finite axiomatizations for the varieties generated by representable domain--range algebras w...
Demonic and angelic nondeterminism play fundamental roles as abstraction mechanisms for formal model...
AbstractA logical framework is presented for representing and reasoning about nondeterministic progr...
AbstractIn relational semantics, the input-output semantics of a program is a relation on its set of...
We give finite axiomatizations for the varieties generated by representable domain-range algebras wh...
AbstractWe propose a new and uniform abstract relational approach to demonic nondeterminism and robu...
Relation algebra and its reducts provide us with a strong tool for reasoning about nondeterministic ...
Hoare and He have proposed unifying theories of programming (UTP): a model of alphabetised relations...
AbstractAbstract relational algebra is proposed as a practical means to describe the denotational se...
AbstractWe present a refinement ordering between binary relations, viewed as programs or specificati...
AbstractThe first half is a tutorial on orderings, lattices, Boolean algebras, operators on Boolean ...
AbstractHoare and He's unifying theories of programming (UTP) is a model of alphabetised relations e...
AbstractThis article builds on a tutorial introduction to universal algebra for language theory (Cou...
"Nondeterminism in Algebraic Specifications and Algebraic Programs" presents a mathematical theory f...
AbstractThis paper describes the systematic use of fixpoints for the relational semantics of unbound...
We give finite axiomatizations for the varieties generated by representable domain--range algebras w...
Demonic and angelic nondeterminism play fundamental roles as abstraction mechanisms for formal model...
AbstractA logical framework is presented for representing and reasoning about nondeterministic progr...
AbstractIn relational semantics, the input-output semantics of a program is a relation on its set of...
We give finite axiomatizations for the varieties generated by representable domain-range algebras wh...