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Fractals:     more books (100)

Fractals (Physics of Solids and Liquids) by Jens Feder, 1988-05-31 Fractals for the Classroom: Part 1: Introduction to Fractals and Chaos by Heinz-Otto Peitgen, Hartmut Jürgens, et all 1991-10-22 The Pattern Book: Fractals, Art, and Nature Fractals in Physical Science (Nonlinear Science : Theory and Application Series) by H. Takayasu, 1992-03 Fractals, Scaling and Growth Far from Equilibrium (Cambridge Nonlinear Science Series) by Paul Meakin, 2011-01-13 Fractal Physiology (Methods in Physiology 2 An American Physiological Society Book) (Volume 0) by James B. Bassingthwaighte, Larry S. Liebovitch, et all 1994-10-27 An Eye For Fractals: A Graphic And Photographic Essay (Studies in Nonlinearity) by Michael Mcguire, Benoit B. Mandelbrot, 1991-07-21 Fractals: Form, Chance and Dimension by Benoit B. Mandelbrot, 1977-09 Diffusion and Reactions in Fractals and Disordered Systems by Daniel ben-Avraham, Shlomo Havlin, 2005-01-20 Getting Acquainted With Fractals by Gilbert Helmberg, 2007-03-01 Fractal Geometry in Biological Systems: An Analytical Approach by Philip M. Iannaccone, Mustafa Khokha, 1996-09-30 Fractals and Universal Spaces in Dimension Theory by Stephen Lipscomb, 2009-12-28 Fractals: Endlessly Repeated Geometrical Figures (Princeton Science Library) by Hans Lauwerier, 1991-06 Fractal Cities: A Geometry of Form and Function by Michael Batty, Paul Longley, 1994-08-17

lists with details

61. Fractals As Art
    fractals as Art This page has moved to http//www.terindell.com/asylum/fractals/ please update your bookmarks. Return to Outside the Asylum.  
    http://www.cs.swarthmore.edu/~binde/fractals/

62. Art, Poetry, Photography, Politics, Fiction, October 2003, Wired Art From Wired
    Eclectic ezine digital art, fractals, conceptual photography, intuitive paintings; unsettling, provocative, bizarre, and compassionate.  
    http://wiredheart.hispeed.com/

63. Fractal Frequently Asked Questions And Answers
    From stepp@muvms6.mu.wvnet.edu (Ermel Stepp) Newsgroups sci.fractals Subject Fractal Frequently Asked Questions and Answers Date 23 Apr 1995 043654 GMT  
    http://www.faqs.org/faqs/fractal-faq/
    
    Extractions: Help others by sharing your knowledge From: stepp@muvms6.mu.wvnet.edu (Ermel Stepp) Newsgroups: sci.fractals stepp@marshall.edu mail-server@rtfm.mit.edu with the message: send usenet/news.answers/fractal-faq The hypertext version of the Fractal FAQ has hyperlinks to sources on the World Wide Web. It can be accessed with a browser such as xmosaic at http://www.cis.ohio-state.edu/hypertext/faq/usenet/fractal-faq/faq.html . Also, the hypertext version is online for review and comment at: http://www.marshall.edu/~stepp/fractal-faq/faq.html . Please suggest other links to add to the Fractal FAQ. For your information, the World Wide Web FAQ is available via: The WWW: http://sunsite.unc.edu/boutell/faq/www_faq.html alt.binaries.pictures.fractals http://www.ncsa.uiuc.edu/Edu/Fractal/Fractal_Home.html Fractal Microscope http://is.dal.ca:3400/~adiggins/fractal/ Dalhousie University Fractal Gallery http://acat.anu.edu.au/contours.html

64. 3D Fractals And Bicomplex Dynamics - Home Of The Tetrabrot
    The Tetrabrot is the bicomplex generalization of the Mandelbrot set as realized by Dominic 'Ramdam' Rochon. Articles, pictures, news and other downloads.  
    http://www.3dfractals.com/

65. Sci.fractals FAQ
    sci.fractals FAQ. All Rights Reserved. Introduction This FAQ is posted monthly to sci.fractals, a Usenet newsgroup about fractals; mathematics and software.  
    http://www.faqs.org/faqs/sci/fractals-faq/
    
    Extractions: Help others by sharing your knowledge From: mctaylor@mta.ca (Michael C Taylor (CSD)) Newsgroups: sci.fractals fractal-faq@mta.ca Summary: Frequently Asked Questions about Fractals Keywords: fractals Mandelbrot Julia chaos IFS Archive-name: sci/fractals-faq Posting-Frequency: monthly Last-modified: March 8, 1998 Version: v5n3 URL: http://www.mta.ca/~mctaylor/sci.fractals-faq/ http://graffiti.cribx1.u-bordeaux.fr/MAPBX/louvet/sci.fractals-faq/faq .html (France) and http://www.mta.ca/~mctaylor/sci.fractals-faq/ (Canada). Those without FTP or WWW access can obtain the FAQ via email, by sending a message to mail-server@rtfm.mit.edu alt.binaries.pictures.fractals alt.fractals.pictures news.announce.newusers . They are available from: Welcome to news.newusers.questions ftp://rtfm.mit.edu/pub/usenet/news.answers/ ftp://garbo.uwasa.fi/pc/doc-net/ A Primer on How to Work With the Usenet Community ftp://rtfm.mit.edu/pub/usenet/news.answers/usenet/primer/part1

66. Coolmath.com - An Amusement Park Of Math And More! Designed For FUN!
    An amusement park of mathematics. Puzzles and number problems, fractals, geometry, calculus, algebra, online games, online calculators, and links.  
    http://www.coolmath.com/
    
    Extractions: Coolmath.com: An amusement park of math designed for fun! Coolmath Sponsors (Ad Links): Find out how to get a link here! Insurance And Loans Bad Credit Loans Home Equity Loans ... Please help us serve you better by completing a demographic survey. Results will only be used internally for new lessons, etc. and for our sponsors

67. ThinkQuest : Library : The Fractory: An Interactive Tool For Creating And Explor
    own. fractals are just now emerging as a science. board. How to Understand fractals. fractals can be understood on many different levels.  
    http://library.thinkquest.org/3288/fractals.html
    
    Extractions: Index Math Fractals Fractals are chaos and order, math and beauty. This is a well-designed multi-level exploration of a simple yet infinitely complex world. View the impressive designs and try your hand at creating your own. Learn why scientistsin fields from astronomy to economicsfeel that fractals can help predict seemingly random occurrences. And those really into the math can discover who Julia and Mandelbrot are, and how complex numbers are used to plot a fractal. Visit Site 1996 ThinkQuest Internet Challenge Awards First Place Languages English Students Alex Rocky Run Middle School, Chantilly, VA, United States David A. Rocky Run Middle School, Chantilly, VA, United States Keith Rocky Run Middle School, Chantilly, VA, United States Coaches Jacqueline Rocky Run Middle School, Chantilly, VA, United States Sandra Rocky Run Middle School, Chantilly, VA, United States Rebecca Rocky Run Middle School, Chantilly, VA, United States Want to build a ThinkQuest site?

68. Caedes Desktop Backgrounds - Photographic, Abstract, 3D - Caedes Desktop Wallpap
    Archive of desktop wallpapers and backgrounds from the desktop of Caedes. Over 200 images including 3D computer art, fractals, abstracts, nature, and space scenes.  
    http://www.caedes.net/
    
    Extractions: Site Design Contest update - by caedes 06/04/04 10:47 PM I've decided that at least one of the designs submitted so far to the "Site Design" contest is good enough to win. Therefore I'll give all the designers two weeks starting today to get in the final designs. I'll then announce the winner and we'll start the process of coding the design for use on the website. Good Luck.

69. ThinkQuest : Library : Fractals Unleashed
    http://library.thinkquest.org/26242/full/
    
    Extractions: Index Math Fractals For centuries mathematicians rejected complex figures, leaving them under a single description: formless. For centuries geometry was unable to describe trees, landscapes, clouds, and coastlines. However, in the late 1970s a revolution of our perception of the world was brought by the work of Benoit Mandelbrot. He introduced and developed the theory of fractals figures that were truly able to describe these shapes. The theory was continued to be used in a variety of applications. Out website will show fractals importance in areas ranging from special TV effects to economy and biology. Besides applications it will contain a course on fractals, making the user familiar with topics of various difficulties. The website will have an enhanced section on generating fractals, and the user will have a chance to create fractals using a Java applet. Visit Site 1999 ThinkQuest Internet Challenge Languages English Students Mikhail Stuyvesant High School, Brooklyn, NY, United States Ming Jack Stuyvesant High School, Fresh Meadows, NY, United States

70. Java Fractals
    This page contains java applets to generate a number of different fractals, written by James Henstridge. These Java fractals. This  
    http://www.daa.com.au/~james/fractals/
    
    Extractions: Home Diary Update - As well as the new look, I have removed the old mandel0 applet, since it has been superceded by the Classic Mandelbrot/Julia Set applet. Also the code has been moved to the end of this contents page to make rest of the site look more user friendly. You will also notice that I have added a section on orbit fractals that contains six new applets. IFS Fractals IFS Formula Complex Number Fractals Update - These fractals now work with Windows. Also, if they worked for you before, they will prbably run faster with more colours. (If you are interested in what changed, I have switched over to using an ImageProducer interface) If you want a better resolution, select a different pixel size from the list box (1 is best), and press the redraw button. Orbit Fractals Code Code for all my fractal applets IFS Applet Code Mandel0 Applet Code - My first attempt at a Mandelbrot Set applet.

71. Maths Index
    Articles and images on recreational math from fractals and magic squares to mathemorchids and Galois.  
    http://www.geocities.com/aladgyma/articles/scimaths/maths.htm
    
    Extractions: Mathemorchids The algorithms of nature. Polygrammagick The lesser-known cousins of magic squares. Reciprocal Arrangements Magic squares from the digits of prime reciprocals. Rep It Up More magic squares from reciprocals. Dying Jungian Rimbaud vs Galois, or Poetry vs Maths Platonic Hex (NEW 22/ii/2004) Magic Platonic polyhedra. Sequence and Pearls (NEW 14/iii/2004) Patterns created by modified Fibonacci sequences. The Joy of x (NEW 21/iii/2004) Patterns created by (x + y ) mod q (may load slowly). Squareway to Heaven (NEW 14/iii/2004) Magic squares dedicated to the seven heavenly bodies of traditional astrology. 3x3 Font (NEW 18/ii/2004) A minimal font. Gamma, Gamma, Gamma, Hey! The swastika and 1/273. Koch Doodles Fun with fractal snowflakes. 222 Divine Some interesting facts associated with the second repunit.

72. Authorization Failure...
    ArtByMath Gallery features amazing 3dRaytrace art images and Ultra fractals designs. ArtByMath offers exclusive fine-art Posters  
    http://www.artbymath.com/

73. Panted Fiction
    Selection of 3D art, manipulations, composites, fractals, and backgrounds.  
    http://www.paintedfiction.com/

74. Fractopia Screen Saver
    Roll your own fractal screen savers with this easyto-use application. Explore the colorful world of fractals and design a screen saver using personal images.  
    http://www.software-cottage.com/fss/index.html

75. Fractals -- An Introduction
    The purpose of this site is to present material to learn very simple methods to construct fractals, to do and practice some math, to appreciate the beauty of  
    http://ejad.best.vwh.net/java/fractals/intro.shtml
    
    Extractions: Fractals An Introduction The purpose of this lesson is to learn very simple methods to construct fractals, to do and practice some math, to appreciate the beauty of fractals, and finally to have fun with math. The lesson includes several Java applets for hands-on construction and interaction with simple fractals. Lets start with definitions. In very simple terms, fractals are geometrical figures that are generated by starting with a very simple pattern that grows through the application of rules. In many cases, the rules to make the figure grow from one stage to the next involve taking the original figure and modifying it or adding to it. This process can be repeated recursively (the same way over and over again) an infinite number of times. The fractals' growth mechanism can be visualized very easily with a simple example. Start with a + sign and grow it by adding a half size + in each of the four line ends. Repeat the exact same process recursively as many times as desired. We'll call this the Plusses fractal: Notice how the + sign grows into a rhombus (popularly known as diamond) in very few simple steps. Further in the lesson we'll count the number of +'s in each of the stages to see how quickly its complexity grows.

76. Fractal Gallery
    Index of fractals Index of Groups Author ENTRY. Klikni si! Projekt PinkNet Postcard MusicHall Jokes KUDYKAM Alenka  
    http://web.pinknet.cz/fractal/

77. Eyebalm: Fine Art By Ann Stretton And Stan Starbuck
    Fine art exhibits by Ann Stretton and Stan Starbuck. Mixed media and digital Bryce, Photoshop, and fractals.  
    http://eyebalm.com/

78. Suzanne Alejandre - Fractal Links
    What do fractals look like? How can I find out more about fractals? There s a lot more on the Web about fractals. As you read, you  
    http://mathforum.org/alejandre/workshops/fractal/fractal3.html
    
    Extractions: "There are many mathematical structures that are fractals; e.g. Sierpinski triangle, Koch snowflake, Peano curve, Mandelbrot set, and Lorenz attractor. Fractals also describe many real-world objects, such as clouds, mountains, turbulence, and coastlines, that do not correspond to simple geometric shapes." This Fractal FAQ was created and edited by Ken Shirriff through September 26, 1994. The current editor is Ermel Stepp. "Basically, a fractal is any pattern that reveals greater complexity as it is enlarged. Thus, fractals graphically portray the notion of 'worlds within worlds' which has obsessed Western culture from its tenth-century beginnings."

79. Tools To Help You Plan Your Images - Mark A. Jaress
    Digital imaging tools to assist people using Genuine fractals Photoshop plugin in planning scaling images, and understanding resolution.  
    http://jaress.net/gf_pd/
    
    Extractions: Tools for Digital Imaging and Other Fun Stuff I wrote these tools to assist those people who are using the Photoshop plug-in Genuine Fractals in planning scaled images from medium or smaller sized images to larger sizes. Each tool has a help file attached to it in case you need some further guidance. I sincerely hope you enjoy your experience scaling to large sizes. Some Basics I get enough questions about basic image resolution that are not related to scaling that I thought I'd build this little overview of resolution. It's very simple and right now, a work in progress. The ScalingPlanner This tool is designed to help you get the maximum quality out of your files when scaling with Genuine Fractals. The Scanner Planner The ScannerPlanner is designed to help you make decisions regarding scanning an image which will be used at a larger size. This tool will help you work with a smaller file for image manipulation, color correction, etc., which will, at the end of the editing/production process, be scaled to a larger size for output. It is designed to help you make decisions in finding the optimum source file size when you know what your final, target size will be. It is not restricted to this specific use, however.

80. The Math Forum - Math Library - Fractals
    This page contains sites relating to fractals. Browse and Search the Library Home Math Topics Dynamical Systems fractals. Contents Why study fractals?  
    http://mathforum.org/library/browse/static/topic/fractals.html
    
    Extractions: An interactive tool for exploring the Mandelbrot set and other fractal patterns. With the Fractal Microscope students can enjoy the art as they master the science of mathematics, and can address a variety of topics in the K-12 curriculum including scientific notation, coordinate systems and graphing, number systems, convergence, divergence, and self-similarity. The program is designed to run in conjunction with NCSA imaging tools such as DataScope and Collage. more>> Fractals - Cynthia Lanius This lesson plan for exploring fractals is designed so 4th through 8th grade students can work independently and be assessed innovatively. It conforms to the 1989 NCTM standards, and provides links to other fractal sites. Contents: Why study fractals? Making fractals: Sierpinski Triangle, Sierpinski Meets Pascal, Jurassic Park Fractal, Koch Snowflake. Fractal Properties: Self-similarity, Fractional dimension, Formation by iteration. Teacher-to-Teacher notes; Fractals on the Web. more>> Fractals (Mathematics Archives) - University of Tennessee, Knoxville (UTK)

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