Titlebook: Mathematics of Program Construction; 6th International Co Eerke A. Boiten,Bernhard M?ller Conference proceedings 2002 Springer-Verlag Berli

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Joakim von Wrightical and theoretical) of the problems in a self-contained waIn the ?rst edition of this book (publishedby Kluwer Academic in November 2000) the methodology of dynamical systems theory was introduced and appli- ? cations of this theory to the large-scale ocean circulation and El Nino were p- vided. S

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? cations of this theory to the large-scale ocean circulation and El Nino were p- vided. Surprisedby the favorable reactions, I decided to make a second edition of the book which could be more easily used as a textbook for a graduate (700-level) course. The ?rst edition has undergone a substantial r

sterilization

Implementing Algebraic Dynamic Programming in the Functional and the Imperative Programming Paradigmmmars and evaluation algebras constitute abstract specifications of dynamic programming algorithms. We describe how this theory is put to practice by providing a specification language that can both be embedded in a lazy functional language, and translated into an imperative language. Parts of the a

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Transformational Derivation of Greedy Network Algorithms from Descriptive Specificationsra of formal languages. We use a very flexible methodology that contemplates the description of a rather general derivation method, the use of different derivation procedures to support the phases of this method, and the derivation of algorithm schemes based on such procedures. We propose a method t

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Fine Control of Demand in Haskellation order. The resulting . evaluation—partly lazy and partly strict—complicates the formal semantics of these languages. The functional language Haskell is such a language, with features such as pattern-matching, case expressions with guards, etc., introducing a modicum of strictness into the othe

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