The interesting thing about mathematical concepts is that we can trace their development or discoveries throughout history. Most cultures of the ancient world had some form of mathematics, and these basic skills developed into what we now call modern mathematics. The divine ratio is similar in that it was used in many different sections of history. The divine ratio, sometimes called the golden ratio or golden section, has been found in very diverse areas. The mathematical concepts of the golden ration have been found throughout nature, in architecture, music as well as in art. Phi is an astonishing number because it has inspired thinkers in many disciplines, more-so than any other number has in the history of mathematics. This paper investi...
AbstractSome rational as well as some irrational numbers, among all real numbers in mathematics, are...
AbstractThe main ideas and results of the algorithmic measurement theory, i.e. the constructive tren...
In recent years, there has been a renewed interest in the use of the so-called golden ratio (Phi, ϕ)...
Abstract: The interesting thing about mathematical concepts is that we can trace their development o...
Abstract: The interesting thing about mathematical concepts is that we can trace their development o...
The golden ratio, or phi (φ = 1.6180339887...), is a ratio that has interested mathematicians as wel...
Abstract: Numerous mathematics concepts or figures in human history had significantly improved in re...
This project begins with a look at the history of simple continued fractions and how we have arrived...
In this paper I first discuss the spiral shape that is commonly found in nature. I then relate how t...
The Golden Ratio, also known as the Golden Section, exists as a proportion of lengths. Calculated to...
The Golden ratio is an irrational number that has a tendency to appear in many different scientific ...
Normally when one is considering the golden ratio in the history of ideas, one is often looking at i...
This paper explains how to obtain the number phi using a square with side length equal to a, the rig...
The Golden Ratio appears in many situations: in geometry, in lists with special numbers drawn up by ...
This graduation thesis discusses the occurrence and development of the golden section in ancient tex...
AbstractSome rational as well as some irrational numbers, among all real numbers in mathematics, are...
AbstractThe main ideas and results of the algorithmic measurement theory, i.e. the constructive tren...
In recent years, there has been a renewed interest in the use of the so-called golden ratio (Phi, ϕ)...
Abstract: The interesting thing about mathematical concepts is that we can trace their development o...
Abstract: The interesting thing about mathematical concepts is that we can trace their development o...
The golden ratio, or phi (φ = 1.6180339887...), is a ratio that has interested mathematicians as wel...
Abstract: Numerous mathematics concepts or figures in human history had significantly improved in re...
This project begins with a look at the history of simple continued fractions and how we have arrived...
In this paper I first discuss the spiral shape that is commonly found in nature. I then relate how t...
The Golden Ratio, also known as the Golden Section, exists as a proportion of lengths. Calculated to...
The Golden ratio is an irrational number that has a tendency to appear in many different scientific ...
Normally when one is considering the golden ratio in the history of ideas, one is often looking at i...
This paper explains how to obtain the number phi using a square with side length equal to a, the rig...
The Golden Ratio appears in many situations: in geometry, in lists with special numbers drawn up by ...
This graduation thesis discusses the occurrence and development of the golden section in ancient tex...
AbstractSome rational as well as some irrational numbers, among all real numbers in mathematics, are...
AbstractThe main ideas and results of the algorithmic measurement theory, i.e. the constructive tren...
In recent years, there has been a renewed interest in the use of the so-called golden ratio (Phi, ϕ)...