A strengthening of the spectral chromatic critical edge theorem: Books and theta graphs
M Zhai, H Lin - Journal of Graph Theory, 2023 - Wiley Online Library
A graph is color‐critical if it contains an edge whose removal reduces its chromatic number.
Let T n, k T_n,k be the Turán graph with nn vertices and kk parts. Given a graph HH, let ex …
Let T n, k T_n,k be the Turán graph with nn vertices and kk parts. Given a graph HH, let ex …
A strengthening of the spectral chromatic critical edge theorem: books and theta graphs
M Zhai, H Lin - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
The chromatic critical edge theorem of Simonovits states that for a given color critical graph
$ H $ with $\chi (H)= k+ 1$, there exists an $ n_0 (H) $ such that the Turán graph $ T_ {n, k} …
$ H $ with $\chi (H)= k+ 1$, there exists an $ n_0 (H) $ such that the Turán graph $ T_ {n, k} …
A strengthening of the spectral chromatic critical edge theorem: Books and theta graphs.
M Zhai, H Lin - Journal of Graph Theory, 2023 - search.ebscohost.com
A graph is color‐critical if it contains an edge whose removal reduces its chromatic number.
Let Tn, k ${T} _ {n, k} $ be the Turán graph with n $ n $ vertices and k $ k $ parts. Given a …
Let Tn, k ${T} _ {n, k} $ be the Turán graph with n $ n $ vertices and k $ k $ parts. Given a …
A strengthening of the spectral chromatic critical edge theorem: books and theta graphs
M Zhai, H Lin - arXiv preprint arXiv:2102.04041, 2021 - arxiv.org
The chromatic critical edge theorem of Simonovits states that for a given color critical graph
$ H $ with $\chi (H)= k+ 1$, there exists an $ n_0 (H) $ such that the Tur\'an graph $ T_ {n, k} …
$ H $ with $\chi (H)= k+ 1$, there exists an $ n_0 (H) $ such that the Tur\'an graph $ T_ {n, k} …