Theoretical Aspects of Computing – ICTAC 2005: Second by José Meseguer (auth.), Dang Van Hung, Martin Wirsing (eds.)

By José Meseguer (auth.), Dang Van Hung, Martin Wirsing (eds.)

This quantity includes the court cases of ICTAC 2005, the second one ICTAC, foreign Colloquium on Theoretical features of Computing. ICTAC 2005 happened in Hanoi, Vietnam, October 17–21, 2005. ICTAC was once based by way of the foreign Institute for software program expertise of the United international locations college (UNU-IIST) to function a discussion board for practiti- ers, teachers and researchers from academia, and govt who're drawn to theoretical facets of computing and rigorous methods to so- ware engineering. The colloquium is aimed relatively, yet now not solely, at individuals from constructing nations. We think that this may aid constructing international locations to reinforce their examine, educating and improvement in machine technological know-how and engineering, enhance the hyperlinks among constructing international locations and constructed nations, and identify collaboration in examine and schooling. through providingavenueforthediscussionofcommonproblemsandtheirsolutions,and for the exchangeof experiencesand ideas,this colloquiumsupportsresearchand improvement in machine technological know-how and software program know-how. ICTAC is attracting a growing number of recognition from progressively more countries.

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Extra resources for Theoretical Aspects of Computing – ICTAC 2005: Second International Colloquium, Hanoi, Vietnam, October 17-21, 2005. Proceedings

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Un , x0 , . . , xn ∈ A∗ . If x0 . . xn = 1 then u is called a proper subword of v. Definition 1. Let A be an alphabet and X ⊆ A+ . ) of another word in X; (iv) X is a hypercode if no word in X is a proper subword of another word in it. i and Ch . i v ⇔ v = xuy, with x = 1; u ≺h v ⇔ ∃n ≥ 1 : u = u1 . . un ∧ v = x0 u1 x1 . . un xn , with x0 . . xn = 1. Prefix codes, suffix codes and bifix codes play a fundamental role in the theory of codes (see [1,17]). For more details about infix codes, p-infix codes and s-infix codes we refer to [9,17].

A cell is then a structured soup, composed by the above cell operator out of two subsoups, namely the soup in the membrane, and that inside the membrane; but this second soup is itself also structured by the cytoplasm and the nucleus. Finally, the nucleus itself is made up of two soups, namely that in the nucleus membrane, and that inside the nucleus, which are composed using the above nucl operator. Then, the following expression gives a partial description of a cell: cell{cm (Ras : GTP) {cyto (([Raf1 \ phos(S 259)phos(S 621)] : (cdc37 : Hsp90)) : 14-3-3) nucl{nm{n}}}} where cm denotes the rest of the soup in the cell membrane, cyto denotes the rest of the soup in the cytoplasm, and nm and n likewise denote the remaining soups in the nucleus membrane and inside the nucleus.

CALCO 2005, Springer LNCS, 2005. 28 J. Meseguer 103. P. Thati, K. Sen, and N. Mart´ı-Oliet. 0. In F. Gadducci and U. Montanari, editors, Proc. 4th. Intl. Workshop on Rewriting Logic and its Applications. ENTCS, Elsevier, 2002. 104. S. Thordvalsen. Modeling and analysis of the OGDC wireless sensor network algorithm in Real-Time Maude. Master’s thesis, Dept. of Informatics, University of Oslo, 2005. no/∼ peterol/RealTimeMaude/OGDC/. 105. A. Verdejo. Maude como marco sem´ antico ejecutable. PhD thesis, Facultad de Inform´ atica, Universidad Complutense, Madrid, Spain, 2003.

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