[HTML][HTML] Supersaturation problem for color-critical graphs
O Pikhurko, ZB Yilma - Journal of Combinatorial Theory, Series B, 2017 - Elsevier
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
Supersaturation Problem for Color-Critical Graphs
O Pikhurko, ZB Yilma - arXiv e-prints, 2012 - ui.adsabs.harvard.edu
The\emph {Turán function} $\ex (n, F) $ of a graph $ F $ is the maximum number of edges in
an $ F $-free graph with $ n $ vertices. The classical results of Turán and Rademacher from …
an $ F $-free graph with $ n $ vertices. The classical results of Turán and Rademacher from …
Supersaturation problem for color-critical graphs
O Pikhurko, ZB Yilma - Journal of Combinatorial Theory, Series B, 2017 - infona.pl
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
Supersaturation problem for color-critical graphs
O Pikhurko, ZB Yilma - Journal of Combinatorial Theory, Series …, 2017 - wrap.warwick.ac.uk
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
[PDF][PDF] Supersaturation Problem for Color-Critical Graphs
O Pikhurko, ZB Yilma - 2011 - scholar.archive.org
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
[PDF][PDF] Supersaturation Problem for Color-Critical Graphs
O Pikhurko, ZB Yilma - arXiv preprint arXiv:1208.4319, 2012 - Citeseer
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
Supersaturation Problem for Colour-Critical Graphs
O Pikhurko - math.tugraz.at
The Turan function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The results of Turan and Rademacher from 1941 led to the study of …
with n vertices. The results of Turan and Rademacher from 1941 led to the study of …
[PDF][PDF] Supersaturation Problem for Color-Critical Graphs
O Pikhurko, ZB Yilma - 2011 - math.cmu.edu
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
[PDF][PDF] Supersaturation problem for color-critical graphs
O Pikhurko, ZB Yilma - Journal of Combinatorial Theory, Series B, 2017 - core.ac.uk
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. In 1907, Mantel [15] proved that ex (n, K3)=⌊ n2/4⌋, where Kr denotes the …
with n vertices. In 1907, Mantel [15] proved that ex (n, K3)=⌊ n2/4⌋, where Kr denotes the …
[PDF][PDF] Supersaturation Problem for Color-Critical Graphs
O Pikhurko, ZB Yilma - arXiv preprint arXiv:1208.4319, 2012 - researchgate.net
The Turán function ex (n, F) of a graph F is the maximum number of edges in an F-free graph
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …
with n vertices. The classical results of Turán and Rademacher from 1941 led to the study of …