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Mathematical Programming, Vol. 5, No. 1. (1 December 1973), pp. 88-124, doi:10.1007/bf01580113 Key: citeulike:8309867
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The solution of the Chinese postman problem using matching theory is given. The convex hull of integer solutions is described as a linear programming polyhedron. This polyhedron is used to show that a good algorithm gives an optimum solution. The algorithm is a specialization of the more generalb-matching blossom algorithm. Algorithms for finding Euler tours and related problems are also discussed.
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