By Iñaki Alegria, Maxux Aranzabe, Nerea Ezeiza (auth.), Bruce W. Watson, Derick Wood (eds.)
ISBN-10: 3540004009
ISBN-13: 9783540004004
ISBN-10: 3540363904
ISBN-13: 9783540363903
This ebook constitutes the completely refereed post-proceedings of the sixth overseas convention on Implementation and alertness of Automata, CIAA 2001, held in Pretoria, South Africa in July 2001.
The 23 revised complete papers provided including an invited paper have been rigorously chosen in the course of rounds of reviewing and revision. the subjects addressed from theoretical in addition to application-oriented viewpoints diversity from foundational and methodological matters to novel functions in object-oriented modeling, finite transducers in common language processing, and non-deterministic finite-state versions in verbal exchange protocols.
Read Online or Download Implementation and Application of Automata: 6th International Conference, CIAA 2001 Pretoria, South Africa, July 23–25, 2001 Revised Papers PDF
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Extra resources for Implementation and Application of Automata: 6th International Conference, CIAA 2001 Pretoria, South Africa, July 23–25, 2001 Revised Papers
Example text
We consider the simple lift controller originally presented in [Val89]. This system is composed of two processes modeling a lift panel and its motor actuator, communicating with each other by means of shared integer variables.
In order to model the interleaving semantics, we postulate that all sets Ii include a dummy interaction, called null. It represents the fact that no interaction takes place at the interface. We then postulate that each tuplet T of a relation R[A] satisfies the following constraint: Interleaving Constraint: For all time instants t (t > 0) we have that T(ai)[t] ≠ null implies T(aj)[t] = null for all aj ε A (j ≠ i). We note that tuplets that are equal to one another except for the insertion of time periods during which all interfaces have the null interaction are equivalent (called stuttering equivalence).
N}, dp−1,i dp−2,i . . d0,i is an encoding of vi . An encoding of a vector of dimension n has thus n sign digits — each associated to one vector component — the group of which forms a sign header . Let S ⊆ Zn be a set of integer vectors. If the language L(S) containing all the encodings of all the vectors in S is regular, then any finite-state automaton accepting L(S) is a Number Decision Diagram (NDD) representing S. It is worth noticing that, according to this definition, not all automata defined over the alphabet {0, 1, .
Implementation and Application of Automata: 6th International Conference, CIAA 2001 Pretoria, South Africa, July 23–25, 2001 Revised Papers by Iñaki Alegria, Maxux Aranzabe, Nerea Ezeiza (auth.), Bruce W. Watson, Derick Wood (eds.)
by Kenneth
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