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         Golden Ratio:     more books (52)
  1. Numbers, Forbidden and Superstitious: An entry from Macmillan Reference USA's <i>Macmillan Reference USA Science Library: Mathematics</i> by Harry J. Kuhman, 2002
  2. The Golden Mean or Ratio[(1+sqrt(5))/2] by Unknown, 2007-01-22
  3. A Mathematical History of the Golden Number by Roger Herz-Fischler, 1998-01-29
  4. How a Second Grader Beats Wall Street: Golden Rules Any Investor Can Learn by Allan S. Roth, 2009-03-09
  5. Palynology and organic-carbon isotope ratios across a terrestrial Palaeocene/Eocene boundary section in the Williston Basin, North Dakota, USA [An article ... Palaeoclimatology, Palaeoecology] by G.J. Harrington, E.R. Clechenko, et all
  6. Mastering The Void - Research Notes of a Heretic by Manuel Tanase, 2010-04-10
  7. The Fibonacci Number Series by Michael Husted, 2009-07-31
  8. On Cutting Off a Ratio by of Perga Apollonius, 1987-06
  9. On cutting off a ratio: An attempt to recover the original argumentation through a critical translation of the two extant medieval Arabic manuscripts by Apollonius, 1988

61. Python: Module Omde.fibonacci
golden_ratio or golden_solution1 golden_solution2 Functions fibonacci_number(i) golden_ratio = 1.6180339887498949 golden_solution1 = 1.6180339887498949
http://pythonsound.sourceforge.net/reference/omde.fibonacci.html

omde
.fibonacci index
/usr/local/lib/python2.1/site-packages/omde/fibonacci.py
omde.fibonacci module
This module contains contants and function related to the fibonacci series.
Contants:
golden_ratio or golden_solution1
Functions:
(i)
(n)
Modules math
Functions
(i)
Return i-th number in the Fibonacci series (i) for i in range(10)]
(*args)
Return a subset of the fibonacci series. Syntax: (n) Return Fiboacci terms from to n-1. (j, k) Return Fibonacci terms from j to k-1
(n)
Given a number from the Fibonacci series, return its sucessor in the same series.
Data file = '/usr/local/lib/python2.1/site-packages/omde/fibonacci.pyc' name = 'omde.fibonacci'

62. ANN: Dmath 0.9 - Math Routines For The Decimal Type
These include acos, asin, atan, atan2, ceil, cos, cosh, degrees, e, exp, floor, golden_ratio, hypot, log, log10, pi, pow, radians, sign, sin, sinh, sqrt,
http://mail.python.org/pipermail/python-list/2006-September/404845.html
ANN: dmath 0.9 - Math routines for the Decimal type
Brian Beck exogen at gmail.com
Mon Sep 25 21:40:22 CEST 2006 Hi all, I'm pleased to announce the first release of my new library, dmath. It is available under the MIT/X11 license. Download ======== Cheese Shop: http://cheeseshop.python.org/pypi/dmath/0.9 Google Code: http://code.google.com/p/dmath/ What is dmath? ============== dmath provides the standard math routines for Python's arbitrary-precision Decimal type. These include acos, asin, atan, atan2, ceil, cos, cosh, degrees, e, exp, floor, golden_ratio, hypot, log, log10, pi, pow, radians, sign, sin, sinh, sqrt, tan, and tanh. About this release: =================== This is the first release and I'm calling this release 0.9 because it just needs some testing and maybe some speed improvements, otherwise it's ready to use. There is currently some work being done in Python sandbox/trunk to convert the decimal module to C, and maybe they'll include fast versions of all these routines. You can follow development details and announcements on my blog here: http://blog.case.edu/bmb12/

63. Celebrities Without Make Up [Archive] - The Superhero Hype! Boards
http//en.wikipedia.org/wiki/golden_ratio up I also saw a special on this subject on Discovery Channel . . . they should have a grid where people can post
http://forums.superherohype.com/archive/index.php/t-283033.html

64. Package GoldenSection; Craig Kelley November 20, 2001
my @EXPORT_OK = qw ($golden_ratio $GOLDEN_INVERSE); Some constants my $golden_ratio = (3 sqrt(5)) / 2; my $GOLDEN_INVERSE = 1- $golden_ratio;
http://inconnu.islug.org/~ink/new/projects/GoldenSection.pm

65. Index Plhash.c
**hep0; PLHashNumber h; + PLHashComparator keyCompare; /* key comparison function */ ifdef HASHMETER ht nlookups++; endif h = keyHash * golden_ratio;
http://ictlab.tyict.vtc.edu.hk/~040386491/files/firefox/tools/patches/old-mmoy-s

66. Golden Ratio - Wiktionary
Retrieved from http//en.wiktionary.org/wiki/golden_ratio . Categories English nouns Geometry. Views. Entry Discussion Edit History
http://en.wiktionary.org/wiki/golden_ratio
golden ratio
From Wiktionary
Jump to: navigation search
edit English
edit Noun
Singular
the
golden ratio Plural
uncountable
the golden ratio ... uncountable
  • geometry The irrational number (approximately 1·618), usually denoted by the Greek letter φ ( phi ), which is equal the sum of its own reciprocal and 1, or, equivalently, is such that the ratio of 1 to the number is equal to the ratio of its reciprocal to 1.
  • edit See also
    Wikipedia has an article on: Golden ratio Wikipedia Retrieved from " http://en.wiktionary.org/wiki/golden_ratio Categories English nouns Geometry Views Personal tools Navigation Search Toolbox

    67. Mudvayne - Golden Ratio - Lyrics From LyricWiki
    MusicBrainz Mudvayne • Golden Ratio. Last.fm Mudvayne • Golden Ratio. iTunes Golden Ratio. Retrieved from http//lyricwiki.org/Mudvaynegolden_ratio
    http://lyricwiki.org/Mudvayne:Golden_Ratio
    var skin = 'monobook';var stylepath = '/skins'; Send to a friend
    Mudvayne:Golden Ratio
    From LyricWiki
    Jump to: navigation search This song is performed by Mudvayne and appears on the album L.D. 50 (2000) Ooms... (dings of bells and dna) and the beginng of cradle External links Amazon: Mudvayne Golden Ratio MusicBrainz: Mudvayne Golden Ratio Last.fm: Mudvayne Golden Ratio iTunes: Golden Ratio
    Retrieved from " http://lyricwiki.org/Mudvayne:Golden_Ratio Categories Review Me Songs G Views Personal tools Navigation sponsors - ( info plugins Search Enter your search terms web LyricWiki Submit search form LyricWiki Challenge Try the LyricWiki Challenge Facebook App Toolbox why the ad?

    68. Fibonacci Number@Everything2.com
    fibonacci_at n = round (golden_ratio^n/(sqrt 5)). But that s just not as cool as having an infinitely long list, is it? )
    http://everything2.com/index.pl?node_id=112103

    69. Art And Mathematics Text - Physics Forums Library
    http//en.wikipedia.org/wiki/golden_ratio most students are completely incapable of abstraction and ignorantly demand application because of classes like
    http://www.physicsforums.com/archive/index.php/t-205891.html
    Physics Help and Math Help - Physics Forums Mathematics General Math PDA View Full Version : Art and Mathematics Quantumduck Hello,
    I am a High School math teacher in the US, and our district is writing a curriculum for a new math class that will include a section on Math and the Fine Arts.
    I have found many websites that deal with this from a Fine Arts perspective, but we need some mathematical rigor in the class. Do you know of any texts or materials that include mathematics as the subject, instead of mathematics as a supplement to, Math and Fine Arts?
    Thank you in advance for any suggestions. turbo-1 I don't know if this is relevant to your project, but have you considered how manipulating fractal images might be "fine art"? I made these images using a program called Fractal Magic (available on-line from the author). The reason that I put "fine art" in quotes is that when I approached some art directors about maybe finding a commercial outlet for my work, they were less than enthusiastic. One worked for a place that did graphics for the music industry (CD liners, etc) and I was surprised about his lack of interest.
    http://i183.photobucket.com/albums/x318/turbo-1/squidglowcopy.jpg

    70. Golden Ratio
    The home of Simon Singh author, journalist and TV producer, specialising in science and mathematics.
    http://www.simonsingh.com/Golden_Ratio.html
    Golden Ratio Back to 5 Numbers More about the Golden Ratio
    GOLDEN RATIO
    You can read more about the
    number below, and there are
    links to other golden ratio sites and you can hear the programme golden ratio
    Golden Ratio Leonardo Fibonacci was an Italian mathematician with a penchant for decimalization and rabbits! Having introduced the numbers to 9 to Europe (like some medieval Big Bird from Sesame Street), he turned his attention to a different series of numbers:
    The Fibonacci sequence is generated by adding the previous two numbers in the list together to form the next and so on and so on...
    Divide any number in the Fibonacci sequence by the one before it, for example 55/34, or 21/13, and the answer is always close to 1.61803. This is known as the Golden Ratio, and hence Fibonacci's Sequence is also called the Golden Sequence. Unlikely though it might seem, this series of numbers is the common factor linking rabbits, cauliflowers and snails.
    Fibonacci used his sequence of numbers to investigate the population growth of his favourite furry lop-eared friend, the rabbit. He based his model on a maximum-security bunny heaven where rabbits cannot escape or die, and the problem he devised goes like this...

    71. :: View Topic - The Horned God
    Valued at about 1.61. It is considered the most beautiful number and is very commonly found in nature. http//en.wikipedia.org/wiki/golden_ratio
    http://www.largeprimenumbers.com/forum/viewtopic.php?t=1096

    72. Golden Ratio And Other Division Ratios | Calculation
    online Berechnung des goldenen Schnitts und anderer Teilunsverhältnisse.
    http://www.2mstudio.de/golden_ratio/
    Golden ratio and other division ratios
    Relations
    width
    a b a + b
    Height
    a b a + b a / b = ( a + b ) / a or
    Original location: http://www.2mstudio.de

    73. Golden Ratio
    The Golden Ratio. Contents. Construct the golden ratio and a golden rectangle Dividing a segment (Continued fractions) (Golden spirals ) Golden triangles
    http://www.math.csusb.edu/courses/m129/golden/golden_ratio.html

    74. The Golden Ratio
    The Diet Code, Revolutionary Weight Loss Secrets of Da Vinci and The Golden ratio by Stephen Lanzalotta, agent Marly Rusoff Literary, Eat Bread Drink Wine
    http://www.diet-code.com/u_thecode/golden_ratio.htm
    Home Understanding the Code Following the Code Cooking the Code ... Author Bio
    the golden ratio
    When it comes to actually following The Diet Code program, the practice is much simpler than the theory. But the Golden Ratio, the formula underlying The Diet Code , is rooted not only in the history of mathematics, but also in the origins of the universe. Whether you’re a closet mathematician or you’re just looking to feel better and lose a few pounds, understanding the science behind The Diet Code will help explain why eating The Diet Code way feels so right and so natural. The science behind this plan is the same that guides human biology - that’s what The Diet Code is all about: eating the way we are built to eat.
    A couple of years before Columbus made his first trans-Atlantic voyage Leonardo da Vinci completed a five-point rendition of the human body. His now famous Vitruvian Man drawing (represented on THE DIET CODE cover) of spread-eagled arms and legs bound by a circle revived a symbol tracing back 6000 years to Mesopotamia: the pentacle.
    The ancient Greek mathematical school of Pythagoras (often credited with the earliest documented use of the Golden Ratio) saw such perfection in the pentacle they called it Hygeia , or health. It's five elements even comprise the component recipe for bread! In medieval lore the pentacle stood for the five chivalric virtues of the Grail knights. Further, the word grail itself derived from Mesopotamian

    75. *The Project Gutenberg Etext Of The Golden Mean [Golden Ratio]* (1
    *The Project Gutenberg Etext of The Golden Mean Golden Ratio* (1+sqrt(5))/2 to 20000 places. 12 in our math constants series Copyright laws are changing
    http://www.gutenberg.org/dirs/etext96/gmean10.txt

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