Add to ORKGThis paper is an exposition on misconceptions and applications of the Golden Ratio. This is taken from the two articles Independent Sets and the Golden Ratio by William Staton and Clifton Wingard and Misconception About the Golden Ratio by George Markowsky which appeared in The College Mathematics Journals, Volume 26, No. 4, September 1995 and Volume 23, No. 1, January 1992 respectively. It discusses the independent sets in graphs and their relation to the famous golden ratio. It also discusses some misconceptions about golden ratio. The results were obtained using the concepts of Fibonacci sequence and Lucas sequence
Omjer dva različita broja jednak je zlatnom rezu ako je omjer većeg broja prema manjem jednak omjeru...
The structure of the decimal expansion of the Golden Ratio is examined in decimal and modular forms ...
AbstractSome rational as well as some irrational numbers, among all real numbers in mathematics, are...
This paper is an exposition on misconceptions and applications of the Golden Ratio. This is taken f...
Abstract. By defining the non-adjacent number, p(G, k), and topological index, ZG, for a graph G, se...
The golden ratio, or phi (φ = 1.6180339887...), is a ratio that has interested mathematicians as wel...
We discuss the well-known importance of the golden ratio in Science and Art with few examples: its t...
Expansions in the Golden ratio base have been studied since a pioneering paper of Rényi more than si...
We consider the well-known characterization of the Golden ratio as limit of the ratio of consecutive...
We consider the well-known characterization of the Golden ratio as limit of the ratio of consecutive...
Abstract: Numerous mathematics concepts or figures in human history had significantly improved in re...
In this article, we illustrate the use of a scientific calculator for exploring the Fibonacci sequen...
Diplomová práce pojednává o historii zlatého řezu, zaměřuje se na definici a vlastnosti zlatého řezu...
The Golden Ratio, also known as the Golden Section, exists as a proportion of lengths. Calculated to...
We have discussed in this elucidation paper about correlation of Fibonacci sequence and golden ratio...
Omjer dva različita broja jednak je zlatnom rezu ako je omjer većeg broja prema manjem jednak omjeru...
The structure of the decimal expansion of the Golden Ratio is examined in decimal and modular forms ...
AbstractSome rational as well as some irrational numbers, among all real numbers in mathematics, are...
This paper is an exposition on misconceptions and applications of the Golden Ratio. This is taken f...
Abstract. By defining the non-adjacent number, p(G, k), and topological index, ZG, for a graph G, se...
The golden ratio, or phi (φ = 1.6180339887...), is a ratio that has interested mathematicians as wel...
We discuss the well-known importance of the golden ratio in Science and Art with few examples: its t...
Expansions in the Golden ratio base have been studied since a pioneering paper of Rényi more than si...
We consider the well-known characterization of the Golden ratio as limit of the ratio of consecutive...
We consider the well-known characterization of the Golden ratio as limit of the ratio of consecutive...
Abstract: Numerous mathematics concepts or figures in human history had significantly improved in re...
In this article, we illustrate the use of a scientific calculator for exploring the Fibonacci sequen...
Diplomová práce pojednává o historii zlatého řezu, zaměřuje se na definici a vlastnosti zlatého řezu...
The Golden Ratio, also known as the Golden Section, exists as a proportion of lengths. Calculated to...
We have discussed in this elucidation paper about correlation of Fibonacci sequence and golden ratio...
Omjer dva različita broja jednak je zlatnom rezu ako je omjer većeg broja prema manjem jednak omjeru...
The structure of the decimal expansion of the Golden Ratio is examined in decimal and modular forms ...
AbstractSome rational as well as some irrational numbers, among all real numbers in mathematics, are...