Download Advances in Software Science and Technology, Volume 5 by Tsutomu Kamimura (Editor) PDF

By Tsutomu Kamimura (Editor)

This serial is a translation of the unique works in the Japan Society of software program technological know-how and Technology. A key resource of data for desktop scientists within the united states, the serial explores the foremost components of study in software program and know-how in Japan. those volumes are meant to advertise around the world trade of principles between professionals.This quantity comprises unique study contributions in such components as Augmented Language common sense (ALL), dispensed interval, Smalltalk eighty, and TAMPOPO-an evolutionary studying desktop in response to the foundations of Realtime minimal Skyline Detection

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Partial Computation of Programs. , Nakajima, R. and Yonezawa, A. ), RIMS Symp. on Software Sei. , LNCS Vol. 147, Springer-Verlag, 1983, pp. 1-35. [3] Hoist, C. K. and Gomard, C. : Partial Evaluation Is Fuller Laziness, Proc. Symp. on Partial Evaluation and Semantics-Based Program Manipulation, SIGPLAN Notices, Vol. 26, No. 9 (1991), pp. 223-233. [4] Hudak, P. 2, ACM SIGPLAN Notices, Vol. 27, No. 5 (1992), Section R. [5] Hughes, R. J. : Lazy Memo-Functions. -P. ), Functional Programming Languages and Computer Architecture, LNCS Vol.

RefKRefl, c(H,Sc,Ad,Sl,Refl)). pos_of_h(Pos, h(Pos,G,D,Se)). h(Gr, h(P,Gr,D,Se)). dep_of_h(Dep, h(P,G,Dep,Se)). sem_of_h(Sem, h(P,G,D,Sem)). Fig. 9 Example of describing feature constraints in cu-Prolog [ head HF ] D [ head Fig. 10 5 HF ] Head feature principle Conclusion We have shown that modularization of constraints can be classified according to the syntactic properties of the constraints, as in Figure 12, in terms of the notations introduced in Section 3. In particular, we have shown that on a constraint composed of modularly defined predicates, the Modularization Algorithm terminates if the constraint is linear, and, by giving examples, we have pointed out some problems the algorithm faces when constraints are not linear.

Afcn). is as follows: {< X\,... ,Χι > | p i ( a n , . . , a i m ) , . . , Χι are variables included in the above constraint, where several assignments can be made for the variables. In other words, we regard the semantics of a constraint as a tuple of (possibly specified) variables that satisfies the constraint. 3 (Modularly defined predicate) A predicate is modularly denned if each clause of its definitions satisfies either of the following conditions 1 and 2 individually: 1. The right-hand side of the clause is empty 2.

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