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- W2994291010 abstract "Technology Haifa, Israel Communicated by the Editors Received July 3, 1986 The countable case of a conjecture of Erdiis is settled: let G = ( V, E) be a directed or undirected graph, where V is countable, and let A, IIC V. There exists then a set B of disjoint A-B paths and an A-B separating set S of vertices so that S consists of the choice of precisely one vertex from each path in 9’." @default.
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- W2994291010 date "1986-12-01" @default.
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- W2994291010 title "Menger's theorem for countable graphs" @default.
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