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Titlebook: CAAP ‘88; 13th Colloquium on T M. Dauchet,M. Nivat Conference proceedings 1988 Springer-Verlag Berlin Heidelberg 1988 Algorithms.Analysis.A

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A2CCS: A simple extension of CCS for handling atomic actions,omposition are proved to commute. The approach is applied to an extended version of CCS, called A.CCS, where a prefix operation containing an underlined action symbol expresses the fact that the action, when executed, must be part of a sequence of actions performed in an atomic manner.
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Conference proceedings 1988eding 12 colloquia were held in France, Italy and Germany. CAAP ‘85 and CAAP ‘87 were integrated into the International Joint Conference on Theory and Practice of Software Development, TAPSOFT (see Lecture Notes in Computer Science volumes 185 and 249). As another effort to link theory and practice
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Decomposition trees: Structured graph representation and efficient algorithms,an be constructed in polynomial time..Put together, these algorithms solve a number of .-complete problems in polynomial time on many graph classes, including all those graph languages that can be generated by any sort of context-free graph grammars, e.g., (hyper-)edge replacement grammars.
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Parameter-reduction of higher level grammars,ively..We introduce a hierarchy of restrictions to the deletion capability of the grammars which allow a gradual decrease in the complexity of the algorithms from n-iterated exponential time to polynomial time.
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Algebraic specification with built-in domain constructions, principle also for the built-in constructions; this means that e.g. in the higher-order case not . functions use considered but only those that can be denoted by terms. This leads to a particularly simple theory by which the extended specifications can be related to the usual first-order ones.
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Dissipation and the Thermal Energy Domainively..We introduce a hierarchy of restrictions to the deletion capability of the grammars which allow a gradual decrease in the complexity of the algorithms from n-iterated exponential time to polynomial time.
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https://doi.org/10.1007/978-3-642-18293-8 principle also for the built-in constructions; this means that e.g. in the higher-order case not . functions use considered but only those that can be denoted by terms. This leads to a particularly simple theory by which the extended specifications can be related to the usual first-order ones.
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,Analysis of dynamic algorithms in D.E.Knuth’s model,ons of linear lists, priority queues and dictionaries. The problem of finding the limiting distributions is also considered and the linear list case is treated in detail. The method uses continued fractions and orthogonal polynomials but in a paper in preparation, we show that the same results can b
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