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Showing 1 to 4 of 4 for “"MAX CUT PROBLEM"”.

  1. Decay of correlations and inference in graphical models

    … in these models. We consider three specific problems: 1) The List Coloring problem on graphs, [upper case letter g in italic] The MAX-CUT problem on graphs with random edge deletions, and 3) Low Rank Matrix Completion from an incomplete subset of its entries. For each problem, we analyze the …

    mit Repository record for Decay of correlations and inference in graphical models (opens in a new tab)

  2. ΤΕΧΝΙΚΕΣ ΣΧΕΔΙΑΣΜΟΥ ΠΑΡΑΛΛΗΛΩΝ ΑΛΓΟΡΙΘΜΩΝ ΚΑΙ Η ΕΦΑΡΜΟΓΗ ΤΟΥΣ ΣΕ ΠΡΟΒΛΗΜΑΤΑ ΓΡΑΦΩΝ

    … ALGORITHMS AND THEIR APPLICATION TO GRAPH PROBLEMS. MORE PRECISELY: 1. WE PRESENT A DETERMINISTIC TECHNIQUE BASED ON THE DECOMPOSITION OF A PLANAR DIGRAPH INTO SPECIAL OUTERPLANAR SUBGRAPHS CALLED HAMMOCKS. 2. WE PRESENT A PROBABILISTIC TECHNIQUE FOR FINDING PARALLEL APPROXIMATION SOLUTIONS …

    greece Repository record for ΤΕΧΝΙΚΕΣ ΣΧΕΔΙΑΣΜΟΥ ΠΑΡΑΛΛΗΛΩΝ ΑΛΓΟΡΙΘΜΩΝ ΚΑΙ Η ΕΦΑΡΜΟΓΗ ΤΟΥΣ ΣΕ ΠΡΟΒΛΗΜΑΤΑ ΓΡΑΦΩΝ (opens in a new tab)

  3. APPLICATIONS OF GAUSSIAN FIELDS TO THE PERMANENT AND THE MATCHING POLYNOMIAL

    … explore applications of Gaussian fields to the problems of approximating the permanent of a matrix and to the theory of the matching polynomial of a graph. In the first part of this thesis, we introduce a new randomized algorithm that leverages a form of Wick's theorem to estimate the permanent …

    temple Repository record for APPLICATIONS OF GAUSSIAN FIELDS TO THE PERMANENT AND THE MATCHING POLYNOMIAL (opens in a new tab)

  4. Four Problems in Probability and Optimization

    This thesis studies bootstrap percolation, a problem in probability, as well as several topics in the application of sums of squares to combinatorial optimization. In the chapter on percolation, we bound the critical probability for bootstrap percolation on the Hamming torus, as well as the …

    washington Repository record for Four Problems in Probability and Optimization (opens in a new tab)