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Random max sat, Random max cut, and Their Phase Transitions  (Make Corrections)  
Don Coppersmith, David Gamarnik, Mohammad Hajiaghayi, Gregory B. Sorkin



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Abstract: With random inputs, certain decision problems undergo a "phase transition". We prove similar behavior in an optimization context. (Update)

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BibTeX entry:   (Update)

@misc{ coppersmith-random,
  author = "Don Coppersmith and David Gamarnik and Mohammad Hajiaghayi and Gregory
    B. Sorkin",
  title = "Random max sat, Random max cut, and Their Phase Transitions",
  url = "citeseer.ist.psu.edu/544775.html" }
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56   and linear programming (context) - Trevisan, Sorkin et al. - 2097
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25   On random 2- SAT (context) - de la - 1992
22   approximation algorithm for MAX 3SAT (context) - Karlo, Zwick - 1997
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4   Improved rounding techniques for the MAX 2-SAT and MAX DI-CU.. - Lewin, Livnat et al. - 2002  ACM   DBLP
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