Graph Theory question
Could someone tell me why this is true:
Every graph with average degree d contains a bipartite subgraph of
average degree at least d/2.
Thanks Charles
.
Relevant Pages
- Re: Graph Theory question
... > Every graph with average degree d contains a bipartite subgraph of ... >average degree at least d/2. ... Prev by Date: ... (comp.theory) - Re: Please help Graph Theory
... > Every graph with average degree d contains a bipartite subgraph of ... >average degree at least d/2. ... Prev by Date: ... (sci.math) - Please help Graph Theory
... Every graph with average degree d contains a bipartite subgraph of ... average degree at least d/2. ... Thanks Charles ... (sci.math) - Re: Please help Graph Theory
... Robert Israel wrote: ... >> Every graph with average degree d contains a bipartite subgraph of ... Extracting a deterministic conclusion by a probabilistic argument. ... subsets are chosen of nearly equal numbers in bipartite subgraph. ... (sci.math) - Graph Theory Help on Proofs
... Let G be a graph with average degree d. ... If the minimum degree of G is at least d/2, ... choosing a vertex v in Vwith deg< d/2, the induced subgraph G-v ... choosing a random vertex in G, the bipartite subgraph G-v has average ... (sci.math) |
|