Constraints in Computational Logics: First International by Wayne Snyder (auth.), Jean-Pierre Jouannaud (eds.)

By Wayne Snyder (auth.), Jean-Pierre Jouannaud (eds.)

This quantity constitutes the court cases of the 1st overseas convention on Constraints in Computational Logics, CCL '94, held in Munich, Germany in September 1994. along with abstracts or complete papers of the five invited talks by way of senior researchers, the ebook includes revised models of the 21 authorised examine papers chosen from a complete of fifty two submissions. the quantity assembles top of the range unique papers masking significant theoretical and sensible problems with combining and lengthening programming paradigms, ideally through the use of constraints. the themes lined contain symbolic constraints, set constraints, numerical constraints, multi-paradigm programming, mixed calculi, constraints in rewriting, deduction, symbolic computations, and dealing systems.

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688 A Novel Typical-Sample-Weighted Clustering Algorithm for Large Data Sets Jie Li, Xinbo Gao, Licheng Jiao . . . . . . . . . . . . . . . . 696 Mining Weighted Generalized Fuzzy Association Rules with Fuzzy Taxonomies Shen Bin, Yao Min, Yuan Bo . . . . . . . . . . . . . . . . . 704 Concept Chain Based Text Clustering Shaoxu Song, Jian Zhang, Chunping Li . . . . . . . . . . . . . 713 An Efficient Range Query Under the Time Warping Distance Chuyu Li, Long Jin, Sungbo Seo, Keun Ho Ryu .

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17. Else /*u0 = 1*/ 18. If [d0 = 1 or f = 0] then 19. If [(q = 0) and (r1 , r0 ) = (s1 , s0 )] then 20. U = (U + V )/x2 , R = (R + S)/x2 . 21. Else 22. R = R + kG, V = q · xV, S = S + q · xS. 23. U = (U + V )/x2 , R = (R + S )/x2 . 24. If [d0 = 1] then D = x · D Else /*f = 0*/ D = D/x, P = P/x. 25. If [d0 = 1] then f = 1. 26. Else /*d0 = 0 and f = 1*/ 27. If [(q = 0) and (r1 , r0 ) = (s1 , s0 )] then 28. U = (U + V )/x2 , V = U, R = (R + S)/x2 , S = R. 29. Else 30. R = R + kG, V = q · xV, S = S + q · xS.

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