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Decomposition of Catalan numbers and convex polygon triangulations

机译:加泰罗尼亚数和凸多边形三角剖分的分解

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摘要

In this paper we present a method for Catalan number decomposition in the expressions of the form (2 + i). This method gives convex polygon triangulations in Hurtado-Noy ordering. Therefore, we made a relationship between the expressions and the ordering mentioned above. The corresponding algorithm for Catalan number decomposition is developed and implemented in Java, as well as the algorithm which generates convex polygon triangulations. At the end, we have provided the comparison of Hurtado's algorithm and our algorithm based on the decomposition method.
机译:在本文中,我们提出了一种以(2 + i)形式表示的加泰罗尼亚数分解方法。此方法以Hurtado-Noy顺序给出凸多边形三角剖分。因此,我们在上述表达式和顺序之间建立了关系。用Java开发并实现了用于加泰罗尼亚数分解的相应算法,以及生成凸多边形三角剖分的算法。最后,我们提供了Hurtado算法与基于分解方法的算法的比较。

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