A sufficient condition for fractional ID-[a, 6]-factor-critical covered graphs
Abstract
A graph G is fractional ID-[o, 6)-factor-critical covered if for any independent set I of G, G-I is fractional [o, 6]-covered. In this article, we present a neighborhood union condition for a graph to be fractional ID-[a,6]-factor-critical covered, and show this result is best possible in some sense. © 2020 Utilitas Mathematica Publishing Inc.. All rights reserved.
Published
2020-03-09
How to Cite
Jiang, Jiashang. (2020). A sufficient condition for fractional ID-[a, 6]-factor-critical covered graphs. Utilitas Mathematica, 114. Retrieved from https://utilitasmathematica.com/index.php/Index/article/view/1506
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Articles