From Pascal Triangle to Golden Pyramid
Journal Title: Asian Research Journal of Mathematics - Year 2017, Vol 6, Issue 2
Abstract
We introduce a “structure” of epic proportions – golden pyramid whose sacred geometry is “Fibonacci squared”. In terms of mathematical beauty, the golden pyramid will perhaps be found to be comparable to Pascal triangle.
Authors and Affiliations
Lovemore Mamombe
Keywords
Related Articles
- EP ID EP338493
- DOI 10.9734/ARJOM/2017/29964
- Views 90
- Downloads 0
Properties and Applications of Some Algebraic Transformations from the Conditional Function
The intended purpose of this paper is to associate with a given function y = f(x) whose derivative admits one to three turning points an infinite number of other functions, called conditional functions (Cdf ),which are r...
The 19 Densities of the Hierarchical Bayes Model with Two Conditional Levels
There are 19 densities involved in the hierarchical Bayes model with two conditional levels, in which the 3 densities, that is, the likelihood function, the first level prior density, and the secondlevel prior density, a...
On the Application of Sumudu Transform Series Decomposition Method and Oscillation Equations
In this paper, a new method called Sumudu Transform Series Decomposition Method (STSDM) is applied to three different models of Oscillatory problems (Van der Pol, Duffing and Nonlinear Oscillatory equations). The method...
Epidemic Model Formulation, Analysis and Simulation of Rotavirus Diarrhea for Prevention
Aims: Practical employment of epidemic models for rotavirus diarrhea is the aim of the study so that prevention is attained more swiftly thus reducing global disease burdens, mortality rates and financial burdens due to...
Arithmetic Operations on Heptagonal Fuzzy Numbers
In this paper we have introduced Heptagonal fuzzy numbers (HpFNs) which deals with the membership function for the set of seven numbers. Arithmetic operations such as addition, subtraction, multiplication and division of...