By Haruo Hosoya (auth.), Kwangkeun Yi (eds.)

This ebook constitutes the refereed complaints of the 3rd Asian Symposium on Programming Languages and structures, APLAS 2005, held in Tsukuba, Japan in November 2005.

The 24 revised complete papers offered including three invited talks have been rigorously reviewed and chosen from seventy eight submissions. one of the issues coated are semantics, kind thought, software transformation, static research, verification, programming calculi, useful programming languages, language dependent safeguard, real-time platforms, embedded structures, formal platforms layout, Java gadgets, application research and optimization.

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However, even that invariant can be made precise, if it is restricted to forbid a cycle in the list segment [15]. 26 I. Mijajlovi´c and H. Yang looks up the original meaning [[a]]a ∈ Fnoav , which is given when the syntax of the language is defined. ” Since p is the resource invariant of the module, prot([[a]]a , p) notifies all illegal accesses to the module internals, by generating av. Lemma 3. The interpretation in Fig. 3 is well-defined. 4 Data Refinement The goal of this paper is to find a method for proving that a “concrete” module (q, ) data-refines an “abstract” module (p, η).

4 failed to be sound mainly because some atomic client operations are not related to themselves by fsim. The lemma indicates that as long as we are using admissible power relation R, we do not have such a problem for psim: if R is admissible, then for all atomic client operations a and all environment pairs (µ , µ) with psim(R⊗∆, R⊗∆)-related procedures, we have that [[a]](q, ) µ [psim(R⊗∆, R⊗∆)][[a]](p,η) µ. We now define the power simulation of an abstract module (p, η) by a concrete module (q, ).

Describe several type systems of increasing expressiveness that extend Hindley-Milner with polymorphic recursion. t. the coherence of the semantic equations. The type language for PR (following Kfoury, et al. [16]) is stratified into “open” and “universal” types (T0 and T1 , respectively) and, following Ohori 1 Following Ohori [23,22], we shall refer to the first-order variety of polymorphism occurring in Haskell and ML as ML polymorphism as both languages use varieties of Hindley-Milner polymorphism [9,18].

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