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The Bethe permanent of a non-negative matrix

机译:非负矩阵的Bethe永久性

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摘要

It has recently been observed that the permanent of a non-negative matrix, i.e., of a matrix containing only non-negative real entries, can very well be approximated by solving a certain Bethe free energy minimization problem with the help of the sum-product algorithm. We call the resulting approximation of the permanent the Bethe permanent.
机译:最近已经观察到,非负矩阵的永久性,即仅包含非负实项的矩阵的永久性,可以通过求和积来解决某个Bethe自由能最小化问题,从而很好地近似。算法。我们称该永久物的近似结果为Bethe永久物。

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