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Fractals:     more books (100)

The Fractal Geometry of Nature by Benoit B. Mandelbrot, 1983 Fractal Time: The Secret of 2012 and a New World Age by Gregg Braden, 2010-02-01 The Misbehavior of Markets: A Fractal View of Financial Turbulence by Benoit Mandelbrot, Richard L. Hudson, 2006-03-07 Fractal Geometry: Mathematical Foundations and Applications by Kenneth Falconer, 2003-11-14 Fractals, Chaos, Power Laws: Minutes from an Infinite Paradise by Manfred Schroeder, 2009-08-21 The Science of Fractal Images Fractals: The Patterns of Chaos: Discovering a New Aesthetic of Art, Science, and Nature (A Touchstone Book) by John Briggs, 1992-11-01 Introducing Fractals: A Graphic Guide by Nigel Lesmoir-Gordon, 2005-10-15 Fractals, Googols, and Other Mathematical Tales by Theoni Pappas, 1993-02-16 African Fractals: Modern Computing and Indigenous Design by Ron Eglash, 1999-03-01 Fractals Everywhere by Michael F. Barnsley, 2000-04-18 Chaos and Fractals: New Frontiers of Science by Heinz-Otto Peitgen, Hartmut Jürgens, et all 2004-02-03 Gaussian Self-Affinity and Fractals by Benoit Mandelbrot, 2001-12-14 The Beauty of Fractals: Images of Complex Dynamical Systems by Heinz-Otto Peitgen, 1986-08

lists with details

1. Cynthia Lanius' Lessons: A Fractals Lesson - Introduction
   Mathematics lessons for elementary school, middle school fractals,fractals, fractals. Cynthia Lanius. fractals. Pictured A  
   http://math.rice.edu/~lanius/frac/
   
   Extractions: This Site has received They're everywhere, those bright, weird, beautiful shapes called fractals. But what are they, really? Fractals are geometric figures, just like rectangles, circles and squares, but fractals have special properties that those figures do not have. There's lots of information on the Web about fractals, but most of it is either just pretty pictures or very high-level mathematics. So this fractals site is for kids, to help them understand what the weird pictures are all about - that it's math - and that it's fun! Teachers: Every lesson has a print version for classroom use.

2. Spanky Welcome
   Large categorized index.Category Science Math Chaos and fractalsThe Spanky Fractal Database is a collection of programs, images, and other materialall relating to the subject of fractals. THE SPANKY FRACTAL DATABASE.  
   http://spanky.triumf.ca/
   
   Extractions: The Elastic Fractal I also point to a great deal of material that is not at this site. Consequently I have no control of when this information or service is removed or am I notified if the URL becomes invalid. I try to check my indexes periodically to see what is still valid, but it is not an automated process. If you find URL's that I point to have become outdated and constantly fail to respond on your attempts to load them, (over several days) then please inform me of this problem and I will remove them from my lists. The main site for this fractal database spanky.triumf.ca

3. This Site Has Been Moved - Ce Site A Changé D'adresse
   Ce site a changé d'adresse This site has been moved Veuillez svp mettre à jour votre signet et noter la nouvelle adresse Please update your bookmark and note the new URL as  
   http://www.cnam.fr/fractals.html

4. Fractint Homepage
   Fractint now has a listserver set up for general questions and discussion aboutthe Fractint program and technical questions about fractals in general.  
   http://spanky.triumf.ca/www/fractint/fractint.html
   
   Extractions: What is Fractint and what's it all about? Fractint is a freeware fractal generator created for IBMPC's and compatible computers. It is the most versatile and extensive fractal program available for any price. The authors (of which I am not one), work very hard to keep it that way. It has many great features and it is constantly being upgraded and improved by the Stone Soup team. Keep this link as a reference to stay up-to-date with the latest developments. Check out in the latest release. Check out on these pages. Getting Fractint Version 20.0 of Fractint Now available. New Image format on these Pages I've started the long process of replacing all the GIF images stored and displayed on these pages over to the PNG image type. If your web browser is having problems displaying them, it may mean you have to update/upgrade your browser. I apologise for any inconvenience, but the issue is being forced by the stance that Unisys has chosen in regard to LZW patent issues and the use of GIF images on Web servers. For more info on this topic see the Burn All Gifs site.

5. Fractals And Scale
   may be copied and used provided that this notice and the authorship details remain attached. fractals AND SCALE  
   http://life.csu.edu.au/complex/tutorials/tutorial3.html
   
   Extractions: Environmental and Information Sciences Charles Sturt University How long is the coast-line of Great Britain? At first sight this question may seem trivial. Given a map one can sit down with a ruler and soon come up with a value for the length. The problem is that repeating the operation with a larger scale map yields a greater estimate of the length (Fig. 1). If we actually went to the coast and measured them directly, then still greater estimates would result. It turns out that as the scale of measurement decreases the estimated length increases without limit. Thus, if the scale of the (hypothetical) measurements were to be infinitely small, then the estimated length would become infinitely large! Lewis Fry Richardson (quoted in Mandelbrot, 1983) noted this dependence of measured length to the measuring scale used. In discussing measurement, scale can be characterized in terms of a measuring stick of a particular length: the finer the scale, the shorter the stick. Thus at any particular scale, we can think of a curve as being represented by a sequence of sticks (Fig. 1), all of the appropriate length, joined end-to-end. Clearly, any feature shorter than the stick will vanish from a map constructed in this way. Of course, no one actually makes maps by laying sticks on the ground, but the stick analogy reflects the sorts of distortions that are inevitably produced by the limited resolution of aerial photographs, by the length of survey transects, or by the thickness of the pens used in drafting. There is an analogy here, too, with the accuracy or frequency with which any sort of biological measurements are made.

6. Sprott's Fractal Gallery
   Artist presents a library of images, including a Fractal of the Day. Browse chaos demonstrations and strange attractors. them according to a scheme described in the book. Older fractals of the Day are saved in an archive, which you can  
   http://sprott.physics.wisc.edu/fractals.htm
   
   Extractions: Awards Received MIDI Fractal background music courtesy of Forrest Fang Every day at a few minutes past midnight (local Wisconsin time), a new fractal is automatically generated by a variation of the program included with the book Strange Attractors: Creating Patterns in Chaos by Julien C. Sprott . The figure above is today's fractal displayed in low (320 x 200) resolution. Click on it or on any of the cases below to see them at higher (640 x 480) resolution with a code that identifies them according to a scheme described in the book. Older Fractals of the Day are saved in an archive , which you can access. If your browser supports Java, you might enjoy the applet that creates a new fractal image every five seconds or so. If you would like to place the Fractal of the Day on your Web page, you may do so provided you mention that it is from Sprott's Fractal Gallery and you provide a link back to this page. fracday0.gif Today's fractal of the day fracday1.gif

7. Mathematics Archives - Topics In Mathematics - Fractals
   Topics in Mathematics. fractals. Chaos, fractals, and Arcadia. ADD. KEYWORDS The Chaos Game, The Sierpinski Hexagon,  
   http://archives.math.utk.edu/topics/fractals.html

8. Aros Fractals
   A hires, true-color fractal generation program for Macintosh and Windows 95/98/ME/2000/NT.  
   http://www.arosmagic.com/Fractals/default.htm
   
   Extractions: F i lle Download more cool software! Aros Magic Viewer Aros Magic Checkers Aros Magic Reversi Aros Fractals W elcome to the world of Fractals! With Aros Fractals you can explore some classical fractal images at extremely high resolutions (physical size and color depths). For the current version of Aros Fractals and other information, you've reached the correct destination. We are constantly updating information here, so visit often and let us know if there is additional material you would like to see here. System Requirements Minimum All Platforms: Floating Point Unit (FPU). 8-bit video card (256 colors). Sufficient hard disk space to store large images.

9. IconBAZAAR - Fractals - Page 01
   A gallery of free clipart, graphics, images, webdings and webart for use in HTML development. fractals. Contents. Page 01. Page 04  
   http://www.iconbazaar.com/fractals

10. Chaos Theory And Fractals
    History of chaos as well as extensive information on Chaos Theory and fractals. Contains several pictures of fractals and links to other Chaos Theory and fractals pages.  
    http://www.mathjmendl.org/chaos/
    
    Extractions: The dictionary definition of chaos is turmoil, turbulence, primordial abyss, and undesired randomness, but scientists will tell you that chaos is something extremely sensitive to initial conditions. Chaos also refers to the question of whether or not it is possible to make good long-term predictions about how a system will act. A chaotic system can actually develop in a way that appears very smooth and ordered. Sir Isaac Newton Determinism is the belief that every action is the result of preceding actions. It began as a philosophical belief in Ancient Greece thousands of years ago and was introduced into science around 1500 A.D. with the idea that cause and effect rules govern science. Sir Isaac Newton was closely associated with the establishment of determinism in modern science. His laws were able to predict systems very accurately. They were deterministic at their core because they implied that everything that would occur would be based entirely on what happened right before. The Newtonian model of the universe is often depicted as a billiard game in which the outcome unfolds mathematically from the initial conditions in a pre-determined fashion, like a movie that can be run forwards or backwards in time. Determinism remains as one of the more important concepts of physical science today. Early Chaos

11. Dynamical Systems And Fractals Lecture Notes
    Lecture Notes by David J. Wright in HTML.  
    http://www.math.okstate.edu/mathdept/dynamics/lecnotes/lecnotes.html

12. Fantastic Fractals
    Tutorials for all ages, fractalgenerated music and realistic landscapes. The Fantastic fractals 98 software is available for download. Workshop, message boards, and discussion forum.  
    http://tqd.advanced.org/12740/index.html

13. Cynthia Lanius' Fractals Unit: The Sierpinski Triangle
    Center for Excellence and Equity in Education (CEEE). Copyright 19962002Cynthia Lanius. URL http//math.rice.edu/~lanius/fractals/.  
    http://math.rice.edu/~lanius/fractals/
    
    Extractions: Connect the midpoints of each side. How many equilateral triangles do you now have? Shade out the triangle in the center. Think of this as cutting a hole in the triangle. Step Two Draw another equilateral triangle with sides of 4 triangle lengths each. Connect the midpoints of the sides and shade the triangle in the center as before. Notice the three small triangles that also need to be shaded out in each of the three triangles on each corner - three more holes.

14. Free Wallpaper From The Mind's Eyes
    Computer generated 3d art for use as desktop wallpaper, sizes include 800 x 600 and 1024 x 768. Images include digital scenery, and fractals.  
    http://www.themindseyes.com/
    
    Extractions: Free wallpaper comes in many shapes and sizes on the internet. The Mind's Eyes hopes to provide you with quality as well as unique wallpaper options. There are currently six categories of free wallpaper to choose from. I hope you find the images attractive enough to use for your desktop wallpaper. Please come back in the future for new images and features.

15. The Chaos Hypertextbook
    The theory behind the sumptuous images and technical jargon of chaos, fractals, and nonlinear dynamics. Simple experiments for programmable calculators, instructions for drawing fractal images, and the meanings of dimension.  
    http://hypertextbook.com/chaos/

16. AbstraXness-Digital Art
    Karin Kuhlmann shows facets of digital arts in 3Dimages, photo-paintings, fractals, abstract paintings, and flower pictures. In English and German.  
    http://www.karinkuhlmann.de/

17. Faqsys - Your New Lifestyle - Introduction
    A wealth of programming links, including 3D/2D math, fractals, optimization, compression, video cards, graphics file formats.  
    http://thorkildsen.no/faqsys
    
    Extractions: ..........:::::::::::;;;;;;;;[ do you wanna do a successful thing in your life? :: join the Faqsys Club today! ];;;;;;;;;;:::::::::::.......... Faqsys - your new lifestyle. Yes, finally I've updated and redesigned Faqsys. Everything is now automatic, so more updates will come! Hope you find Faqsys useful, and by the way, you are visitor

18. Directory Of /fractals/collect/
    Directory of /fractals/collect/. Switch to plain format, The images in this directorywere mostly obtained from the alt.binaries.pictures.fractals newsgroup.  
    http://sprott.physics.wisc.edu/fractals/collect/
    
    Extractions: Switch to plain format Name Last Modified Size Description Parent Directory 11-May-2002 15:08 11-May-2002 14:29 Folder (sub-directory) 11-May-2002 14:37 Folder (sub-directory) 11-May-2002 14:38 Folder (sub-directory) 11-May-2002 14:40 Folder (sub-directory) 11-May-2002 14:42 Folder (sub-directory) 11-May-2002 14:45 Folder (sub-directory) 11-May-2002 14:48 Folder (sub-directory) 11-May-2002 14:48 Folder (sub-directory) 13-Dec-2002 11:25 Folder (sub-directory) 17-Mar-2003 12:06 Folder (sub-directory) Back to Sprott's Fractal Gallery

19. Coolmath.com - An Amusement Park Of Mathematics... And More!
    An amusement park of mathematics. Puzzles and number problems, fractals, geometry, calculus, algebra, online games, online calculators, and links.  
    http://www.coolmath.com/

20. The Fractal Microscope
    Provides an interactive tool that helps kids explore the Mandlebrot Set and other fractal patterns. Includes a gallery of images. immediately drawn to the bizarrely beautiful images known as fractals. Extending beyond the typical perception of  
    http://www.ncsa.uiuc.edu/Edu/Fractal/Fractal_Home.html
    
    Extractions: The Fractal Microscope is an interactive tool designed by the Education Group at the National Center for Supercomputing Applications (NCSA) for exploring the Mandelbrot set and other fractal patterns. By combining supercomputing and networks with the simple interface of a Macintosh or X-Windows workstation, students and teachers from all grade levels can engage in discovery-based exploration. The program is designed to run in conjunction with NCSA imaging tools such as DataScope and Collage. With this program students can enjoy the art of mathematics as they master the science of mathematics . This focus can help one address a wide variety of topics in the K-12 curriculum including scientific notation, coordinate systems and graphing, number systems, convergence, divergence, and self-similarity. Many people are immediately drawn to the bizarrely beautiful images known as fractals . Extending beyond the typical perception of mathematics as a body of sterile formulas, fractal geometry mixes art with mathematics to demonstrate that equations are more than just a collection of numbers. With fractal geometry we can visually model much of what we witness in nature, the most recognized being coastlines and mountains. Fractals are used to model soil erosion and to analyze seismic patterns as well. But beyond potential applications for describing complex natural patterns, with their visual beauty fractals can help alter students' beliefs that mathematics is dry and inaccessible and may help to motivate mathematical discovery in the classroom.

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