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Titlebook: Combinatorics, Algorithms, Probabilistic and Experimental Methodologies; First International Bo Chen,Mike Paterson,Guochuan Zhang Conferen

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,Der „Homo Zappiens“ ist im Vormarsch, . such that .(.) ≤ .(1 + .). and .(.) ≥ (1 − .)./. or correctly decides that {. ∈ .|.(.) ≤ ., .(.) ≥ .} = ∅. Here .,. are vectors of . ≥ 2 convex and concave functions, respectively, which are nonnegative on the convex compact set ∅ ≠ . ⊆ ℝ.; . can be queried by a feasibility oracle or ., ., . and
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Elisabetta Basilico,Tommi Johnsenolecule folding and identification of a function common to a set of molecules. Lin . [6] proposed to define a similarity criterion between RNA structures using a concept of edit distance ; they named the corresponding problem .. Recently, Blin . [3] showed that another problem, the . problem (or .),
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Elisabetta Basilico,Tommi Johnsen,.), where each link . in . can be traveled using time . . in a prespecified interval [. .,. .] while taking risk ., the . is to find a path in . from source to destination, together with an assignment of travel times along each link on the path, so that the total travel time of the path is no more
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D. J. van Niekerk,K. Kruger,A. H. Basson, such that the number of bins used plus the sum of rejection costs of unpacked items is minimized. In this paper, we first show that bin packing with rejection can be reduced to . multiple knapsack problems. Then, based on techniques for the multiple knapsack problem we give a fast asymptotic polyn
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https://doi.org/10.1007/978-3-540-74450-4Microarray; Multimedia; algebraic computation; algorithms; complexity; computational biology; data compres
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