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1
Introduction
2
Who was Euler
3
Catalan numbers
4
Oilers formula
5
Oilers formula for CN
6
Proof
7
Dyke words
8
Twodimensional manifestation
9
Young tableau
Description:
Explore Euler's triangulation problem and the fascinating Catalan numbers in this mathematics lecture. Learn about Euler's formula for counting polygon triangulations, derive the formula for Catalan numbers, and discover their various applications in combinatorics. Investigate the sequence's connection to Newton's binomial expansion for sqrt(1-4x) and engage with smaller problems presented throughout the lecture. Gain insights into this important mathematical concept and its diverse manifestations in different areas of mathematics.

Euler's Triangulation of a Polygon - Famous Math Problems

Insights into Mathematics
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