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Titlebook: Automata, Languages and Programming; 17th International C Michael S. Paterson Conference proceedings 1990 Springer-Verlag Berlin Heidelberg

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Analytic variations on the common subexpression problem,nly once. Such a compaction can be effected in linear time. It is used to save storage in implementations of functional programming languages, as well as in symbolic manipulation and computer algebra systems. In compiling, the compaction problem is known as the “common subexpression problem” and it
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Can a maximum flow be computed in ,(,) time?,, this improves the previous best bound of .(..)..The bottleneck in our algorithm is a combinatorial problem on (unweighted) graphs. The number of operations executed on flow variables is .(..(log .).), in contrast with Ω(.) flow operations for all previous algorithms, where . denotes the number of
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Conference proceedings 1990ation for Theoretical Computer Science (EATCS). This annual conference series covers all important areas of theoretical computer science, such as computability, automata, formal languages, analysis of algorithms, computational complexity, data types and data structures, theory of data bases and know
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https://doi.org/10.1007/978-90-313-6423-7an be given in constant length time intervals. Answers to queries given by the algorithm are always correct, the space bound is always satisfied, and the algorithm fails only with probability .(..), where . is the number of data items currently stored. The constant . can be chosen arbitrarily large.
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Uri Weinblatt,Carmelit Avraham-Krehwinkelo be ., in the sense that it imposes as few restrictions as possible. This establishes the theoretical basis for a powerful and general type hierarchy with static type checking, which enables 1st order polymorphism combined with (multiple) inheritance and specialization in a language with assignments.
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https://doi.org/10.1007/978-90-368-0949-8calculus is compared with that induced by the encoding of the lazy λ-calculus into π-calculus; a similar comparison is made for call-by-value λ-calculus..The part of π-calculus which is needed for the encoding is formulated in a new way, inspired by Berry‘s and Boudol‘s Chemical Abstract Machine [5].
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