#hamilton graph

[willowgannet11]

The Three Branches of the Hamilton Fandom

(Psssst, historical hamliza art is coming your way soon!)

Ok so hey lol. Now, this is not saying that you have to be in a specific branch, but I’m just pointing out the big differences in the Hamilton fandom.

Meanings:

Musical external: It is the skin, the wall of the fandom. It is what most people will see first. It is outside of the more in depth fandom.

Musical internal: This is the rabbit hole of the fandom. It includes shipping, fanfics, animatics, theories, and much more. And even some facts!

Historical: One that tumblr is very familiar with. It includes of the actual events of Hamilton, and how it realistically/historically is.

[thathamiltonadict]

Fan fics I read

[ijtsrd]

Characteristics of Fuzzy Wheel Graph and Hamilton Graph with Fuzzy Rule

by Nisha. D | Srividhya. B ""Characteristics of Fuzzy Wheel Graph and Hamilton Graph with Fuzzy Rule""

Published in International Journal of Trend in Scientific Research and Development (ijtsrd), ISSN: 2456-6470, Volume-3 | Issue-6 , October 2019,

URL: https://www.ijtsrd.com/papers/ijtsrd29319.pdf

Paper URL: https://www.ijtsrd.com/mathemetics/other/29319/characteristics-of-fuzzy-wheel-graph-and-hamilton-graph-with-fuzzy-rule/nisha-d

peer reviewed international journal, call for paper economics, ugc approved journals for chemistry

Graph theory is the concepts used to study and model various application in different areas. We proposed the wheel graph with n vertices can be defined as 1 skeleton of on n 1 gonal pyramid it is denoted by w nwith n 1 vertex n=3 . A wheel graph is hamiltonion, self dual and planar. In the mathematical field of graph theory, and a Hamilton path or traceable graph is a path in an undirected or directed graph that visits each vertex exactly once. A Hamiltonian cycle is a hamiltonian path that is a cycle. In this paper, we consider the wheel graph and also the hamilton graph using if then rules fuzzy numbers. The results are related to the find the degree of odd vertices and even vertices are same by applying if then rules through the paths described by fuzzy numbers.