Abstract
Hwang and Xu defined equivalent double-loop networks and gave one such result showing that the L-shapes of the two equivalent networks are recombinations of three rectangles. Recently, R¨odseth gave an elegant algebraic theorem for equivalent multi-loop networks. We show that its double-loop version yields equivalent networks of the 3- rectangle version. We also show that other seemingly different geometric recombinations also all turn out to be special cases of the 3-rectangle version.
Citation
S. H. Huang. F. K. Hwang. Y. H. Liu. "EQUIVALENT DOUBLE-LOOP NETWORKS." Taiwanese J. Math. 4 (4) 661 - 668, 2000. https://doi.org/10.11650/twjm/1500407299
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