Titlebook: Approximation, Randomization, and Combinatorial Optimization. Algorithms and Techniques; 6th International Wo Sanjeev Arora,Klaus Jansen,Am

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An Overview Of Cognitive Psychologys in ... The goal is to compute the .. of ., denoted by ..(.), which is the minimum, over all (.-.)-dimensional flats ., of max ..(.,.), where .(.,.) is the Euclidean distance between the point . and flat .. Computing the radii of point sets is a fundamental problem in computational convexity with s

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Kirsten M. A. Revell,Neville A. Stantonmonomials). For a given integer . ≥ 1 and a given real . >0, the algorithm queries . at . points. If . is a polynomial of degree at most ., the algorithm always accepts, and if the value of . has to be modified on at least an . fraction of all inputs in order to transform it to such a polynomial, th

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Jothee Sinnakkannu,Ananda Samudhram which is the computational analog of statistical min-entropy. We consider three possible definitions for this notion, and show equivalence and separation results for these definitions in various computational models..We also study whether or not certain properties of statistical min-entropy have a

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https://doi.org/10.1007/978-3-031-28390-1y testable code with minimal distance . over any finite field . cannot have more than . codewords. This result holds even for testers with two-sided error. For general (non-linear) codes we obtain the exact same bounds on the code size as a function of the minimal distance, but our bounds apply only

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Covering Graphs Using Trees and Starsight of the maximum weight tree in the tree cover. Given a positive integer ., the .-tree cover problem is to compute a minimum cost tree cover which has no more than . trees. Star covers are defined analogously. Additionally, we may also be provided with a set of . vertices which are to serve as ro

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An Improved Decomposition Theorem for Graphs Excluding a Fixed Minordes a .. minor, Klein, Plotkin and Rao [15] showed that this can be done while cutting only .(../.) fraction of the edges. This implies a bound on multicommodity max-flow min-cut ratio for such graphs. This result as well as the decomposition theorem have found numerous applications to approximation