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Possible Duplicate:
Explanation/Intuition behind why $C_n$ counts the number of triangulations of a convex $n+2$-gon?

I am interested in counting of how many distinct triangulation are there of a convex polygon of n vertices.

Of course it should be a function of n.

If you have a link to appropriate preferably simple paper, I'll appreciate sharing it with us.

Thanks!

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    If you work with larger figures at some time, SAGE (www.sagemath.org) has packages for counting triangulations of convex configurations in n-space.2012-04-07

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