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A family of switch equivalent graphs. from homepages.math.uic.edu
Graphs H and H0 are switch equivalent if there is a sequence of switches transforming H to H0 . Note that a necessary condition for H and H0 to be switch ...
Nov 28, 2004 · In this paper, we prove that G and G ′ are switch equivalent if they have the same order and odd sets, and G = 2 H and G ′ = 2 K for some H , K ...
Nov 1, 2004 · Let 2G be the graph consisting of two disjoint copies of G. We prove that every graph of the form 2H can be transformed to every other graph ...
Bipartite permutation graphs form a proper subclass of chordal bipartite graphs, and unit interval graphs form a proper subclass of strongly chordal graphs. On ...
A family of switch equivalent graphs. Bertrand Guenin Dhruv Mubayi Prasad Tetali. Published in: Discret. Math. (2004). Keyphrases.
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May 29, 2015 · Two graphs are called Seidel switching equivalent if one can pass from one graph to the other by Seidel switchings. A Seidel switching self ...
Based on this, we show a family of Eulerian graphs are determined by their generalized spectrum among all Eulerian graphs, which significantly simplifies ...
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A double pole double throw switch has six terminals. TrueFalse True A schematic diagram is a good guide for troubleshooting an electrical control circuit.
Oct 4, 2021 · We consider the question of deciding whether a (m, n)-mixed graph can be switched so that it has a homomorphism to a proper subgraph, i.e. ...
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