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

Affectation

帶子

Product and iteration of module specifications,y related to the operations of union and composition and it is motivated by the need to define potentially infinite export interfaces using a single module. The iteration of a module M can be viewed as the limit of a sequence of products of the module with itself. The construction is shown to be wel

modifier

使更活躍

Expressiveness bounds for completeness in trace-based network proof systems,vents is permitted. Relatively complete trace-based proof systems using temporal logic have been described, but full temporal logic is more powerful than necessary. Using the interleaving approach, we isolate the expressiveness required of a relatively complete trace logic. A hierarchy of temporal l

人類的發(fā)源

Proof systems for Hennessy-Milner Logic with recursion, a . one. Minimal interpretations of formulas are useful for expressing . properties of processes, whereas maximal interpretations are useful for expressing . properties. We present sound and complete proof systems for both interpretations for when a process satisfies a (possibly recursive) formula.

dry-eye

Interval logics and sequential transducers,ended discrete propositional linear temporal logic and sequential machines with infinite input/output. The machines obtained enable us to derive decision procedures for certain kinds of interval logics. One system of interval logic is considered, and its associated system of machines is constructed.

BRIEF

A2CCS: A simple extension of CCS for handling atomic actions,igher level transition systems is defined, where actions, in the higher level correspond to sequences of actions in the lower level. Abstraction and composition are proved to commute. The approach is applied to an extended version of CCS, called A.CCS, where a prefix operation containing an underlin

織布機(jī)

Modelling statecharts behaviour in a fully abstract way,eveloped by Harel [H]. This requires first of all defining a proper syntax for the graphical language. Apart from more conventional syntactical operators and their semantic counterparts, we encounter unconventional ones, dealing with the typical graphical structure of the language. The synchronous n

FAR

Dissipation and the Thermal Energy Domains for many difficult graph problems..For a number of .-complete problems these algorithms are shown to run in linear time on decomposition trees with bounded .. Furthermore it is shown that for those graphs which have decomposition tree representations with bounded label size such a representation c

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