In this paper, a tool for structuring and manipulating formal program derivations is specified using the Z notation. A program derivation style based on (transitive) relations between programs, as found in the refinement calculus, is assumed. The structuring and manipulation of derivations is based on the notion of refinement diagrams proposed by Back. This allows for a style of derivation that is much more flexible than top-down refinement and is more suited to large-scale program development. The original refinement diagram notion is also extended with ideas from window inference which provides a powerful way of dealing with the use of different relations in sub-derivations
Stepwise design involves the process of deriving a concrete model of a software system from a given ...
The refinement calculus for the development of programs from specifications is well suited to mechan...
Morgan's approach to program development is a refinement calculus: using this method, programs are d...
We present a methodology for the formal specification and development of software systems using Z an...
Abstract. We show how a theory of specification refinement and program development can be constructe...
We show how a theory of specification refinement and program development can be constructed as a con...
A program can be refined either by transforming the whole program or by refining one of its componen...
The discipline of formal methods is concerned with the use of mathematical techniques to capture pre...
The refinement calculus is a formal technique for the development of programs which are provably cor...
This paper explores the role for mechanised support for refining specifications to executable progra...
Given a record of the derivation of a component from its specification, and a new, changed specifica...
We introduce a framework for program development and specification refinement in the schema calculus...
The lack of a method for developing programs from Z specifications is a difficulty that is now widel...
This paper examines how specification construction operators may be added to the refinement calctilu...
We advocate an automated refinement approach to developing programs and their proofs. The approach i...
Stepwise design involves the process of deriving a concrete model of a software system from a given ...
The refinement calculus for the development of programs from specifications is well suited to mechan...
Morgan's approach to program development is a refinement calculus: using this method, programs are d...
We present a methodology for the formal specification and development of software systems using Z an...
Abstract. We show how a theory of specification refinement and program development can be constructe...
We show how a theory of specification refinement and program development can be constructed as a con...
A program can be refined either by transforming the whole program or by refining one of its componen...
The discipline of formal methods is concerned with the use of mathematical techniques to capture pre...
The refinement calculus is a formal technique for the development of programs which are provably cor...
This paper explores the role for mechanised support for refining specifications to executable progra...
Given a record of the derivation of a component from its specification, and a new, changed specifica...
We introduce a framework for program development and specification refinement in the schema calculus...
The lack of a method for developing programs from Z specifications is a difficulty that is now widel...
This paper examines how specification construction operators may be added to the refinement calctilu...
We advocate an automated refinement approach to developing programs and their proofs. The approach i...
Stepwise design involves the process of deriving a concrete model of a software system from a given ...
The refinement calculus for the development of programs from specifications is well suited to mechan...
Morgan's approach to program development is a refinement calculus: using this method, programs are d...