5 research outputs found

    Iterative compression for exactly solving NP-hard minimization problems

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    Abstract. We survey the conceptual framework and several applications of the iterative compression technique introduced in 2004 by Reed, Smith, and Vetta. This technique has proven very useful for achieving a number of recent breakthroughs in the development of fixed-parameter algorithms for NP-hard minimization problems. There is a clear potential for further applications as well as a further development of the technique itself. We describe several algorithmic results based on iterative compression and point out some challenges for future research.

    On the foundations of statistical mechanics

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    Generalization of the possible algebraic basis of q-triplets

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