Here, a fork is a graph formed by two adjacent edges of different colors. The bound is sharp. Moreover, an algorithm running in time ...
Jan 12, 2012 · Here, a fork is a graph formed by two adjacent edges of different colors. The bound is sharp. Moreover, an algorithm running in time O(n^2 \log ...
There is an algorithm finding a largest fork forest centered at X in any two-colored complete bipartite graph with partite sets X and Y and.
Jul 1, 2013 · Here, a fork is a graph formed by two adjacent edges of different colors. The bound is sharp. Moreover, an algorithm running in time O(n^2lognn@ ...
Here, a fork is a graph formed by two adjacent edges of different colors. The bound is sharp. Moreover, an algorithm running in time $O(n^2 \log n \sqrt{n \ ...
Fork-forests in bi-colored complete bipartite graphs · M. Axenovich, M. Krug, +1 author. Ignaz Rutter · Published in Discrete Applied Mathematics 12 January 2012 ...
Fork-forests in bi-colored complete bipartite graphs. Discrete Applied Mathematics, 2013. By Ignaz Rutter. See Full PDF. Download PDF ...Read more. Fork-forests ...
Bibliographic details on Fork-forests in bi-colored complete bipartite graphs.
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A bipartite decomposition of a graph G is an edge-coloring of G such that each color class is the set of all edges of a complete bipartite subgraph of G. A well ...
Missing: Fork- | Show results with:Fork-
In this note, we present inequalities and majorization conditions on color distributions of the complete bipartite graph Kn,n+r (r ≥ 0) which guarantee the ...
Missing: Fork- | Show results with:Fork-