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The Borodin-Kostochka Conjecture for Graphs Containing a Doubly Critical Edge
2007
Electronic Journal of Combinatorics
Preserved Fulltext
We prove that if $G$ is a graph containing a doubly-critical edge and satisfying $\chi \geq \Delta \geq 6$, then $G$ contains a $K_{\Delta}$.
doi:10.37236/1023
fatcat:xiju6yc2urh4dgk4rwmygfjstu