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Titlebook: Concurrency and Parallelism, Programming, Networking, and Security; Second Asian Computi Joxan Jaffar,Roland H. C. Yap Conference proceedin

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Lambda-definable term rewriting systems,do not present a theory which can formalize their translation. In this paper, we adapt Böhm‘s . theory for λ-definability. A term rewriting system version of separability, called ., is proposed. Separable systems may includes multiple constructors in the left-hand sides, and canonical systems are a
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A typed Lambda Calculus of Objects,n [10, 2]. This calculus supports . in presence of .. Extension is the ability of modify the behavior of an object by adding new methods (and inheriting the existing ones). Object subsumption allows to use objects with a bigger interface in a context expecting another object with a smaller interface
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On the bounded theories of finite trees,function symbols and constants. Albeit decidable, this theory turns out to be of . [14]..To overcome the intractability of the theory of finite trees, we introduce in this paper the .. This theory replaces the usual equality=, interpreted as identity, with the infinite family of . “down to a fixed g
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Blind threshold signatures based on discrete logarithm,t of . signers in a group can represent the group to sign blind threshold signatures. In our schemes, the size of a threshold signature is the same as the size of an individual signature and the signature verification process is simplified by means of a group public key. Our proposed schemes do not
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https://doi.org/10.1007/978-1-4614-3212-8sed to design a ”functional” language which, by means of a disciplined usage of negation, allows to achieve the desired level of expressiveness up to .so that exponential time resolution is eventually enabled only for hard problems.
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