Help me in proving an interesting result

maken83 · **Joined:** Tue, 20 Apr 2010 10:02:46 UTC **Posts:** 14

Sir my supervisor give me a special type of graph. Corresponding to each vertex of graph there exist a polynomial(BY RULE). My graph has 15 verteices. So i find15 polynomial after very lenghty calculations. Its Very interesting for me all 15 polynomials were the same. So we find a very good result for given graph that "There exists a unique polynomial for each vertex of the Graph(say g)". Can anybody give me a slight idea that how i prove this result mathematically. I will be very thankful.

outermeasure · **Posted:** Wed, 25 Aug 2010 16:35:33 UTC

maken83 wrote:

Sir my supervisor give me a special type of graph. Corresponding to each vertex of graph there exist a polynomial(BY RULE). My graph has 15 verteices. So i find15 polynomial after very lenghty calculations. Its Very interesting for me all 15 polynomials were the same. So we find a very good result for given graph that "There exists a unique polynomial for each vertex of the Graph(say g)". Can anybody give me a slight idea that how i prove this result mathematically. I will be very thankful.

I don't understand what you are asking, and I suspect nobody will, based on that description.

Denis · **Posted:** Wed, 25 Aug 2010 17:03:37 UTC

Do you know someone who could post your problem in correct English?
Plus include a diagram as clarification?

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Help me in proving an interesting result

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