Titlebook: Logic for Concurrency and Synchronisation; Ruy J. G. B. Queiroz Book 2003 Springer Science+Business Media Dordrecht 2003 Bisimulation.comp

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合群

Chu’s Construction: A Proof-Theoretic Approachor from the free *-autonomous category . on a set of atoms . to ., where . is the free monoidal closed category with products and coproducts on the set of atoms . (a pair . in . for each atom . of .).

Forsake

A Tutorial Introduction to Symbolic Model Checking transition graph. Temporal logic model checking, including the specification language CTL (Computation Tree Logic), a less powerful verification technique, is then defined. Symbolic model checking itself is then defined. Throughout this tutorial, we use as a running example the alternate bit protocol to illustrate the different concepts.

微不足道

Modal Logics for Finite Graphs properties that a graph is Eulerian or Hamiltonian. Finally, we present an axiomatization for colouring and prove that it is sound and complete with respect to the class of finite . graphs. One of most interesting feature of this approach is the use of the axioms of Dynamic Logic together with the L?b axiom to ensure acyclicity.

Injunction

1572-6126 r science for several decades now. Indeed, several natural perspectives come together here. On the one hand, logical s- tems may be used to describe the dynamics of arbitrary computational p- cesses – as in the many sophisticated process logics available today. But also, key logical notions such as

隼鷹

Bisimulation and Language Equivalenceimulation equivalence. Bisimulation equivalence is definable as a “simple” formula in first-order logic with fixed points. We show that language equivalence is not definable as an unconditional projection of simple least fixed point.

兩棲動物

Two Paradigms of Logical Computation in Affine Logic?use of the mix-rule is related to the non-determinism of classical proof-theory. The question arises, whether these features of classical cut-elimination are really irreducible to the familiar paradigm of cut-elimination for intuitionistic and linear logic.

FANG

Ruy J. G. B. QueirozIncludes supplementary material:

Condense

Trends in Logichttp://image.papertrans.cn/l/image/588005.jpg

Inertia