Sep 2, 2011 · A bound of (k+2) was claimed for the smallest odd cycle of a non-C1P matrix with k columns. In this note we show that this result can be ...
A bound of k + 2 was claimed for the smallest odd cycle of a non-C1P matrix with k columns.
Hence, an odd cycle in this graph is a non-C1P certificate. He claimed that the incompatibility graph of a non-C1P matrix with k columns always has an odd ...
A bound of k + 2 was claimed for the smallest odd cycle of a non-C1P matrix with k columns. In this Note we show that this result can be obtained simply and ...
A tight bound on the length of odd cycles in the incompatibility graph of a non-C1P matrix · Mehrnoush Malekesmaeili, C. Chauve, Tamon Stephen · Published in ...
Bibliographic details on A tight bound on the length of odd cycles in the incompatibility graph of a non-C1P matrix.
Sep 25, 2017 · Suppose G does not have an odd cycle of length <2k−1. Then taking its shortest odd cycle S we get length(S)=|V(S)|>=2k+1.
Missing: tight bound incompatibility C1P matrix
A Tight Bound on the Length of Odd Cycles in the Incompatibility Graph of a non-C1P Matrix (Mehrnoush Malekesmaeili, Cedric Chauve and TS).
A tight bound on the length of odd cycles in the incompatibility graph of a non-C1P matrix · Author Picture Mehrnoush Malekesmaeili,; + 2. Pages 799–803https ...
ODD Cycles of Specified Length in Non-Bipartite Graphs. Roland ... A tight bound on the length of odd cycles in the incompatibility graph of a non-C1P matrix.