Titlebook: Mathematical Foundations of Computer Science 2000; 25th International S Mogens Nielsen,Branislav Rovan Conference proceedings 2000 Springer

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Abstract Data Types in Computer Algebrae design of Axiom. One practical manifestation of this theory was the OBJ-3 system. An area of computing that cries out for this approach is computer algebra, where the objects of discourse are mathematical, generally satisfying various algebraic rules. There have been various theoretical studies of

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What Do We Learn from Experimental Algorithmics?gorithmic problems. It provides methodologies and tools for designing, developing and experimentally analyzing efficient algorithmic codes and aims at integrating and reinforcing traditional theoretical approaches for the design and analysis of algorithms and data structures..In this paper we survey

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And/Or Hierarchies and Round Abstractionmporal and respectively the spatial properties of these systems. Hiding temporal detail like internal computation steps supports temporal scalability and may turn an asynchronous system to a synchronous one. Hiding spatial detail like internal variables supports spatial scalability and may turn a sy

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On the Use of Duality and Geometry in Layouts for ATM Networks one-to-many problem for a chain network, in which one constructs a set of paths, that enable connecting one vertex with all others in the network. We consider the parameters of load (the maximum number of paths that go through any single edge) and hop count (the maximum number of paths traversed by

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On the Lower Bounds for One-Way Quantum Automata language . it holds that dim(.) . (log . (.)/log log . (.)). In the case ε . (3/8, 1/2) we have more precise lower bound dim(.) . (log . (.)) where . is a minimal deterministic finite automaton accepting ., dim(.), and dim(.) are complexity (number of states) of automata . and . respectively, (1/2