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The Edge-Fault-Tolerant Hamiltonian Connectivity of Enhanced Hypercube

机译:增强超立方体的边缘容错哈密顿连通性

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In this article, we analyze the edge-fault-tolerant properties of the enhanced hypercube, which is an attractive variant of the hypercube and is obtained by adding some complementary edges from hypercube. We show that an n-dimensional enhanced hypercube is (n-2)-edge-fault-tolerant Hamiltonian connected when n and k have the different parity.
机译:在本文中,我们分析了增强型超立机的边缘容错特性,这是血管型的有吸引力的变体,是通过从HyperCube中添加一些互补边缘而获得的。 我们表明,当N和K具有不同的奇偶校验时,N维增强超立方体是(N-2)-Edge-Fault-Poilerant Hamiltonian连接。

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