Welcome to WikiProject
Golden ratio. Some Wikipedians have formed this collaboration resource and group dedicated to improving Wikipedia's coverage of Golden ratio and the organization of information and articles on this topic. This page and its subpages contain their suggestions and various resources; it is hoped that this project will help to focus the efforts of other Wikipedians interested in the topic. If you would like to help, please
join the project, inquire on the
talk page and see the
to-do list below.
Goals
Categorize the articles about golden ratio and promote the global development of the topic.
Scope
Golden ratio in the universe
Golden ratio in human production
The evolution of the use and knowledge of the golden ratio through history
Guidelines
Open tasks
Categorize the works that have been recognized by featuring golden ratio in their design.
Explain how these works feature golden ratio in their design in their respective articles.
Please feel free to list your new
Golden Ratio-related articles here (newer articles at the top, please). Any new articles that have an interesting or unusual fact in them, are at least over 1,000 characters, don't have any dispute templates on them, and cite their sources, should be suggested for the
Did you know? box on the Wikipedia
Main Page.
For articles dedicated to explain the properties or aspects of golden ratio. (NOTE: Not for articles about stuff that happens to have golden proportions)
For articles dedicated to explain the properties or aspects of the
Fibonacci numbers. (NOTE: Not for articles about stuff that happens to be related to the Fibonacci numbers)
Other proposed names for this category (
propose here):...
Category:Organisms in published studies of the golden ratios (virtually any organism has it, but this is only for organisms that have been specifically studied in diverse publications dedicated to the golden ratio)
Liber Abaci. 1202. The
sequence was first studied by Leonardo of Pisa, known as Fibonacci, this book. He considers the growth of an idealized (biologically unrealistic) rabbit population, assuming that: a)in the first month there is just one newly-born pair, b) new-born pairs become fertile from after their second month, c)each month every fertile pair begets a new pair, and c)the rabbits never die.
The Modulor. 1948. The book in which Le Corbusier proposes a system that uses units derivated from the human body and the golden ratio.
The Modulor 2. 1955
Scientific journals, courses and publications
KNOTT, Ron. Fibonacci's Rabbits. University of Surrey School of Electronics and Physical Sciences.
KNUTH, Donald. The Art of Computer Programming. A comprehensive monograph written by Donald Knuth that covers many kinds of programming algorithms and their analysis
CHANFÓN OLMOS, Carlos. Curso sobre Proporción. Procedimientos reguladors en construcción. Convenio de intercambio
UNAM -
UADY. México - Mérica, 1991 This study features a series of proportional analysis of diverse geometrical figures, organisms and works of architecture and art.
Other publications
VAJDA, Steven. Fibonacci and Lucas Numbers, and the Golden Section: Theory and Applications. Dover Books on Mathematics. December 26, 2007
MARKOWSKY, George. Book Review: The Golden Ratio, by Mario Livio. In NOTICES OF THE AMS, VOLUME 52, NUMBER 3, pp 344--347.
[1]
Internet sites
From scientific or academic organizations
Fibonacci Numbers and the Golden Section: The Home page for Dr Ron Knott's multimedia web site on the Fibonacci numbers, the Golden section and the Golden string hosted by the Mathematics Department of the University of Surrey, UK.
Welcome to WikiProject
Golden ratio. Some Wikipedians have formed this collaboration resource and group dedicated to improving Wikipedia's coverage of Golden ratio and the organization of information and articles on this topic. This page and its subpages contain their suggestions and various resources; it is hoped that this project will help to focus the efforts of other Wikipedians interested in the topic. If you would like to help, please
join the project, inquire on the
talk page and see the
to-do list below.
Goals
Categorize the articles about golden ratio and promote the global development of the topic.
Scope
Golden ratio in the universe
Golden ratio in human production
The evolution of the use and knowledge of the golden ratio through history
Guidelines
Open tasks
Categorize the works that have been recognized by featuring golden ratio in their design.
Explain how these works feature golden ratio in their design in their respective articles.
Please feel free to list your new
Golden Ratio-related articles here (newer articles at the top, please). Any new articles that have an interesting or unusual fact in them, are at least over 1,000 characters, don't have any dispute templates on them, and cite their sources, should be suggested for the
Did you know? box on the Wikipedia
Main Page.
For articles dedicated to explain the properties or aspects of golden ratio. (NOTE: Not for articles about stuff that happens to have golden proportions)
For articles dedicated to explain the properties or aspects of the
Fibonacci numbers. (NOTE: Not for articles about stuff that happens to be related to the Fibonacci numbers)
Other proposed names for this category (
propose here):...
Category:Organisms in published studies of the golden ratios (virtually any organism has it, but this is only for organisms that have been specifically studied in diverse publications dedicated to the golden ratio)
Liber Abaci. 1202. The
sequence was first studied by Leonardo of Pisa, known as Fibonacci, this book. He considers the growth of an idealized (biologically unrealistic) rabbit population, assuming that: a)in the first month there is just one newly-born pair, b) new-born pairs become fertile from after their second month, c)each month every fertile pair begets a new pair, and c)the rabbits never die.
The Modulor. 1948. The book in which Le Corbusier proposes a system that uses units derivated from the human body and the golden ratio.
The Modulor 2. 1955
Scientific journals, courses and publications
KNOTT, Ron. Fibonacci's Rabbits. University of Surrey School of Electronics and Physical Sciences.
KNUTH, Donald. The Art of Computer Programming. A comprehensive monograph written by Donald Knuth that covers many kinds of programming algorithms and their analysis
CHANFÓN OLMOS, Carlos. Curso sobre Proporción. Procedimientos reguladors en construcción. Convenio de intercambio
UNAM -
UADY. México - Mérica, 1991 This study features a series of proportional analysis of diverse geometrical figures, organisms and works of architecture and art.
Other publications
VAJDA, Steven. Fibonacci and Lucas Numbers, and the Golden Section: Theory and Applications. Dover Books on Mathematics. December 26, 2007
MARKOWSKY, George. Book Review: The Golden Ratio, by Mario Livio. In NOTICES OF THE AMS, VOLUME 52, NUMBER 3, pp 344--347.
[1]
Internet sites
From scientific or academic organizations
Fibonacci Numbers and the Golden Section: The Home page for Dr Ron Knott's multimedia web site on the Fibonacci numbers, the Golden section and the Golden string hosted by the Mathematics Department of the University of Surrey, UK.