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A more formal treatment of a less simple example.- Stationary behaviour of some ternary networks.- Finding the correctness proof of a concurrent program.- On the interplay between mathematics and programming.- A theorem about odd powers of odd integers.- In honour of Fibonacci.- On the foolishness of "natural language programming".- Program inversion.- The Schorr-Waite graph marking algorithm.- Eliminating the chaff.- Proofs, programs and their development ¿ The axiomatic approach.- Current ideas in programming methodology.- Basic axiomatic definitions.- The multiple assignment statement.- Is sometimes ever better than always?.- A case study in language design: Euclid.- Proof rules for the programming language Euclid.- Verification of Euclid programs.- Specifications and proofs for abstract data types in concurrent programs.- Specification and verification of a network mail system.- From specification to implementation ¿ The formal approach.- Program development by stepwise transformations ¿ The project CIP.- Systematics of transformation rules.- Special transformation techniques.- A study on transformational semantics.- Detailization and lazy evaluation, infinite objects and pointer representation.- Examples for change of types and object structures.- Development of the Schorr-Waite algorithm.- A derivation-oriented proof of the Schorr-Waite marking algorithm.- Languages as tools ¿ Interactive program construction.- Programing languages for reliable computing systems.- Programming methodology and language implications.- Towards a wide spectrum language to support program specification and program development.- Semantics of nondeterministic and noncontinuous constructs.- Notes on type abstraction.- Some theoretical aspects of program construction.
List of contents
A more formal treatment of a less simple example.- Stationary behaviour of some ternary networks.- Finding the correctness proof of a concurrent program.- On the interplay between mathematics and programming.- A theorem about odd powers of odd integers.- In honour of Fibonacci.- On the foolishness of "natural language programming".- Program inversion.- The Schorr-Waite graph marking algorithm.- Eliminating the chaff.- Proofs, programs and their development - The axiomatic approach.- Current ideas in programming methodology.- Basic axiomatic definitions.- The multiple assignment statement.- Is sometimes ever better than always?.- A case study in language design: Euclid.- Proof rules for the programming language Euclid.- Verification of Euclid programs.- Specifications and proofs for abstract data types in concurrent programs.- Specification and verification of a network mail system.- From specification to implementation - The formal approach.- Program development by stepwise transformations - The project CIP.- Systematics of transformation rules.- Special transformation techniques.- A study on transformational semantics.- Detailization and lazy evaluation, infinite objects and pointer representation.- Examples for change of types and object structures.- Development of the Schorr-Waite algorithm.- A derivation-oriented proof of the Schorr-Waite marking algorithm.- Languages as tools - Interactive program construction.- Programing languages for reliable computing systems.- Programming methodology and language implications.- Towards a wide spectrum language to support program specification and program development.- Semantics of nondeterministic and noncontinuous constructs.- Notes on type abstraction.- Some theoretical aspects of program construction.
About the author
Dr. rer. nat. Manfred Broy studierte Mathematik und Informatik 1971-76 an der Technischen Universität München. Dort 1976-80 wissenschaftlicher Mitarbeiter im Sonderforschungsbereich 49 'Programmiertechnik' der DFG. 1980 Promotion, ab 1980 wisschenschaftlicher Assistent und 1982 Habilitation in Informatik an der TU München. 1983 ordentlicher Professor für Informatik und Gründungsdekan an der Fakultät für Mathematik und Informatik der Universität Passau. Seit 1989 ordentlicher Professor für Informatik an der TU München. 1994 Leibniz-Preis der DFG.
