Titlebook: Algorithm Theory – SWAT 2008; 11th Scandinavian Wo Joachim Gudmundsson Conference proceedings 2008 The Editor(s) (if applicable) and The Au

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Bounded Unpopularity Matchingsle to jobs? Here we consider the notion of .. A matching . is popular if there is no matching .′ such that more people prefer .′ to . than the other way around. Determining whether a given instance admits a popular matching and, if so, finding one, was studied in [2]. If there is no popular matching

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On the Redundancy of Succinct Data Structuresproblem of representing binary sequences and strings succinctly using small redundancy. We improve the redundancy required to support the important operations of . and . efficiently for binary sequences and for strings over small alphabets. We also show optimal . upper and lower bounds on the redund

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Batch Coloring Flat Graphs and Thintraints or conflicts between the jobs, we need to ensure that jobs in the same batch be non-conflicting. That is, we seek a coloring of the conflict graph. The two most common objectives of schedules and colorings are the makespan, or the maximum job completion time, and the sum of job completion ti

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https://doi.org/10.1007/978-3-531-19833-0 of complex parallel computations, by ensuring that two runs of a program that reach the same logical state reach the same physical state, even if various parallel processes executed in different orders during the two runs.