
doi: 10.1109/32.4619
A constructive method of program development is presented. It is based on a simple strategy for problem decomposition that is claimed to be more supportive of goal-oriented programming than the Wirth-Dijkstra top-down refinement method. With the proposed method, a program is developed by making a sequence of refinements, each of which can establish the postcondition for the corresponding sequence of progressively weaker preconditions until a mechanism has been composed that will establish the postcondition for the original given precondition for the problem. The strategy can minimize case analysis, simplify constructive program proofs, and ensure a correspondence between program structure and data structure.
Specification and verification (program logics, model checking, etc.), precondition, postcondition, General topics in the theory of software, formal specifications, invariants, constructive program proofs, Wirth- Dijkstra top-down refinement method, goal-oriented programming
Specification and verification (program logics, model checking, etc.), precondition, postcondition, General topics in the theory of software, formal specifications, invariants, constructive program proofs, Wirth- Dijkstra top-down refinement method, goal-oriented programming
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