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Towards developing the butterfly sequence

机译:发展蝴蝶序列

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摘要

The initial idea of Half Butterfly Method (HBM) has been introduced in 2015 to solve the geometric representation of distinct Hamiltonian circuit with different path in K_n. Based on this HBM, this paper will further explore the concept of Butterfly sequence. The sequence is constructed by fixing a vertex and creating direction between the other vertices. The total directions of n will give the value of n~(th) Butterfly sequence. This paper will illustrate the construction of Butterfly sequence (B_s) for 1 ≤ s ≤ 5. In addition to that, characteristics of the Butterfly sequence will be formulated towards developing the sequence.
机译:2015年已经引入了一半蝶形方法(HBM)的初始思想,解决了在K_N中具有不同路径的不同哈密顿电路的几何表示。基于此HBM,本文将进一步探索蝴蝶序列的概念。通过固定顶点并在另一个顶点之间创建方向来构造序列。 n的总方向将提供n〜(th)蝶形序列的值。本文将说明蝶形序列(B_S)的构建1≤S≤5。除此之外,蝶形序列的特征将配制朝向显影序列。

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