Cusack’s Universal Space-Truss &the Egyptian Pyramids
Journal Title: Asian Journal of Mathematical Sciences - Year 2017, Vol 1, Issue 5
Abstract
Here we consider the three-dimensional space truss well known to civil engineers. We see that all the universal parameters drop out of a static condition. I surmise that the ancient Egyptians knew this as evidenced by their pyramids. The space truss is yet another way to analyze the static universe.
Generalized inverses of matrices in Max-Plus-Algebra
The aim of this paper is to study the generalized inverses of a matrix in Max-plus Algebra and examine the analogy with some remarkable properties of them in classical Matrix Theory (in Linear Algebra). Because of the co...
Factors Contributing to Excessive Use of Screen Gadgets and Its Effect to Social and Emotional Functioning
“At one time a screen meant maybe something in your living room,” says New York Times technology journalist, Matt Richtel. “But now it’s something in your pocket, so it goes everywhere—it can be behind the wheel, it can...
On the Mathematical Law of Beauty & Art
This brief paper examines the impact that Astrotheology mathematics ahs on the definition of beauty in art, namely y=y’. Beauty in Art is not relative but is dependent upon this underlying quality which is universal and...
Weyl-Euler-Lagrangian equations with Kähler-Einstein metric and equal Kähler angles on Fano manifolds
This manuscript set forth an attempt to introduce Lagrangian formalism for mechanical systems using Kähler-Einstein manifolds with equal Kähler angles, which represent an interesting multidisciplinary field of research....
The triple sequence spaces of x3 on rough statistical convergence defined by Musielak-Orlicz function of metric
We introduce the triple sequence spaces notions of point wise rough statistical convergence and rough statistically Cauchy sequences of real valued function and study their inclusion. 2010 Mathematics Subject Classificat...