Titlebook: Computing and Combinatorics; 20th International C Zhipeng Cai,Alex Zelikovsky,Anu Bourgeois Conference proceedings 2014 Springer Internatio

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https://doi.org/10.1007/978-3-540-71400-2unction of formulas in form of . or .. Here . denotes a finite model with length being . while . indicates an infinite model. We show that any PPTL formula can be expressed as a normal form expression. As a consequence, satisfiability of PPTL formulas can easily be achieved.

COMMA

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legacy

Thermal Stress Resistance of Materialsefficiently answer queries asking if . contains a 1 or not. We consider both orthogonal and non-orthogonal shapes for . including rectangles, axis-parallel right-triangles, certain types of polygons, and spheres. We provide space-efficient deterministic and randomized algorithms with constant query

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Jenq-Gong Duh,Kuo-Chuan Liu,Bi-Shiou Chiou Management System (DSMS) to continuously monitor the infinite input stream of data tuples. Optimizing the processing of these ACQs is crucial in order for the DSMS to operate at the adequate required scalability. One optimization technique is to share the results of partial aggregation operations b

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Basic Laws of Thermoelasticity,her there exists a string . over Σ such that ..(.,..)?≤?., .?∈?{1,…, .}, where ..(.,.) denotes the number of places strings . and . differ at. . is a prototype string problem. This problem together with several of its variants such as . and . have been extensively studied from parameterized complexi

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Basic Laws of Thermoelasticity,ely, an interdictor and an evader, who compete on an objective with opposing interests. In an edge interdiction problem, every edge of the input graph is associated with an interdiction cost. The interdictor interdicts the graph by modifying the edges in the graph and the number of such modification

Hla461

Thermal Expansion in Piping Systems,other hand, the hitting set problem, when asked in the context of induced geometric objects, often turns out to be exactly the vertex cover problem on restricted classes of graphs. In this work we explore a particular instance of such a phenomenon. We consider the problem of hitting all axis-paralle

Ardent

Solid Mechanics and Its Applicationsonest, the verifier outputs (.,.(.)) with probability close to .(.)..In case the prover is dishonest, one may hope for the following guarantee: if the verifier outputs (.,.), then the probability that the verifier outputs . is close to .. Simple examples show that this cannot be achieved. Instead, w