The study mainly focuses on the use of Golden Ratio and Fibonacci sequence. connection between them can be clearly visible in nature. With help sequence scientists have solved many mysteries related to Everything that is around us somehow or other depends numbers, Ratio, Some examples are –Flower petals- Lily, Rose, Daisy, Marigold, Sunflower, Iris, Buttercups, wild rose, larkspur Trillium, Blo...

A Golden Triangle is a triangle with two of its sides in the ratio (J>:1, where is the Fibonacci Ratio, i.e., (J> = ^(1 + /J) ^ 1.618. Let AABC be a triangle whose sides are a,b, and o and let a/b = k > 1. Bicknell and Hoggatt [1] have shown that (1) a triangle with a side equal to b can be removed from AABC to leave a triangle similar to AABC if and only if k = cj), and (2) a triangle simi...

Geometric properties of finite Blaschke products have been intensively studied by many different aspects. In this paper, our aim is to study geometric related the golden ratio $\alpha =\frac{1+\sqrt{5}}{2}$. Mainly, we focus on relationships between zeros canonical lower degree and ratio. We show that notions such as "golden triangle, ellipse" rectangle" are closely geometry products.

Clustering process is defined as grouping similar objects together into homogeneous groups or clusters. Objects that belong to one cluster should be very similar to each other, but objects in different clusters will be dissimilar. It aims to simplify the representation of the initial data. The automatic classification recovers all the methods allowing the automatic construction of such groups. ...