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Fractals: more books (100)

Introducing Fractal Geometry by Nigel Lesmoir-Gordon, 2002-01-26
The Fractal Murders (Pepper Keane Mysteries) by Mark Cohen, 2005-07-01
Lectures on Fractal Geometry and Dynamical Systems (Student Mathematical Library) by Yakov Pesin and Vaughn Climenhaga, 2009-10-21
Fractals and Chaos in Geology and Geophysics by Donald L. Turcotte, 1997-07-13
Fractal Market Analysis: Applying Chaos Theory to Investment and Economics by Edgar E. Peters, 1994-01-12
Fractals and Scaling In Finance: Discontinuity, Concentration, Risk by Benoit B. Mandelbrot, 2010-11-02
Fractal Mode by Piers Anthony, 1992-12-01
The Geometry of Fractal Sets (Cambridge Tracts in Mathematics) by K. J. Falconer, 1986-07-25
Fractal Concepts in Surface Growth by Albert-Laszlo Barabasi, Harry Eugene Stanley, 1995-04-28
Fractals in Music: Introductory Mathematics for Musical Analysis Second Edition (Inmusic) by Charles Madden, 2007-04-23
Fractals and Chaos Simplified for the Life Sciences by Larry S. Liebovitch, 1998-01-08
The Fractal Organization: Creating sustainable organizations with the Viable System Model by Patrick Hoverstadt, 2009-08-25
Fractal Analysis (Quantitative Applications in the Social Sciences)
Fractals (Physics of Solids and Liquids) by Jens Feder, 1988-05-31

lists with details

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
Mind-Boggling Fractals, A Fractals Generator Program That Creates Fractals With
Many downloadable unique fractal images and fractal animations. Homepage of the MindBoggling fractals program.
http://www.mbfractals.com/
Recreational And Educational Computing
A newsletter with programs, including optional supplemental PC disk. All back issues are available. Topics include puzzles and teasers, BASIC programming, letters, graphics, fractals, challenges, recreation, reviews, wordplay, humor, tips, solutions, and Mathemagical Black Holes.
http://members.aol.com/DrMWEcker/REC.html
Digital Art, Digitale Kunst.
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/
The Fractal Microscope
drawn to the bizarrely beautiful images known as fractals. Extending beyond the typical perception of being coastlines and mountains. fractals are used to model soil erosion and
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.
3D Screensavers And Fractal Screensavers
Screen savers produce an endless variety of colorful creative images, including 3D and fractals.
http://www.seraline.com/

Extractions: Email us Seractal Fractal Screensaver displays an endless variety of beautiful full-screen fractals. Dynamania 3D Screensaver draws dynamic animated 3D shapes that spin and tumble around your screen. 3aline 3D Screensaver uses 3D shapes to create stunning colorful images with beautiful backgrounds and realistic lighting. Adrift Screensaver draws floating lines around the screen, creating beautiful kaleidoscopic patterns while your computer is not being used. Seraline Abstract Art Screensaver displays an endless range of colorful abstract art images. A huge variety of images are produced over time. Serandom is a screensaver manager, or randomizer, which allows you specify how often and how long your selected screensavers will run. Photo Mishmash Screensaver stretches, squeezes and swirls your own photographs. Redecorator Fractal Wallpaper Manager can change your desktop wallpaper as often as you like, as well as create seamless tiles and beautiful fractals.
WSPC Journals Online
Home Journals by Subject Nonlinear Science fractals fractals Complex Geometry, Patterns, and Scaling in Nature and Society. Journal Archive.
http://www.worldscinet.com/fractals/mkt/archive.shtml
Peanut Software Homepage
Free mathematics software for Windows. Individual software packages handle geometry, equations, statistics, discrete math, fractals, matrices, and games.
http://math.exeter.edu/rparris/default.html

Extractions: Generous Peanut users have established a mailing list , a database for sharing documents, and German and French versions of this page. Click the following links to reach the download pages: Wingeom (03 Apr 2004) Winplot (03 May 2004) Winstats (12 May 2004) Winarc (11 Apr 2004) Winfeed (26 Oct 2003) Windisc (27 Apr 2004) Winlab (07 Jul 2000) Winmat (03 Apr 2004) Wincalc (23 Feb 2004) Documents (4 Jun 2003) The programs may be freely distributed, and the author ( rparris@exeter.edu ) welcomes suggestions for improvements and repairs. Current versions (dated with the program) are always available at this site (Phillips Exeter Academy). Each downloaded program is a self-extracting archive, which contains the executable file and perhaps some accessory files. The executable file includes documentation that can be printed, exported to your word processor, or simply used for on-screen help. To download programs, first create a directory on your hard drive into which the files will be copied, then click the desired links. After downloading, execute each file (double-click its icon) to extract its contents. The program icon should now appear in the directory window. There is no installation program you will have to
Fantastic Fractals
Latest Headlines. Fantastic fractals 98 FREE! Read more about the newsletter here. Copyright ©1997-2002 Fantastic fractals. All rights reserved.
http://www.techlar.com/fractals/websys.exe?file=index.html
Reality
A collection of fractals and computer generated graphics.
http://members.tripod.com/PICT100/reality.htm
Exploring Fractals
Exploring fractals. by. All rights reserved. Exploring Fractal Dimensions of Strictly SelfSimilar fractals Cantor Dust to the Fractal Skewed Web.
http://www.math.umass.edu/~mconnors/fractal/fractal.html

Extractions: University of Massachusetts Amherst This World Wide Web project commenced in July 1994. It is is based on a curriculum, entitled "Exploring Fractal Dimension," developed by Mary Ann Connors and Anna Rose Haralampus at an NSF funded Institute for High School Mathematics Teachers at Georgetown University July - August, 1991. Its revision entitled "Exploring Fractals: From Cantor Dust to The Fractal Skewed Web" has been edited by Mary Ann Connors 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002, 2003, and 2004. Exploring Fractal Dimensions of Strictly Self-Similar Fractals:
Introduction: Exploring Fractals
Introduction Exploring fractals. Background Fractal geometry and chaos in nature. A few things that fractals can model are plants weather
http://www.math.umass.edu/~mconnors/fractal/intro.html

Extractions: Fractal geometry and chaos theory are providing us with a new perspective to view the world. For centuries we've used the line as a basic building block to understand the objects around us. Chaos science uses a different geometry called fractal geometry. Fractal geometry is a new language used to describe, model and analyze complex forms found in nature. A few things that fractals can model are: This is how nature creates a magnificent tree from a seed the size of a pea ... or broccoflower Fractal dimension can measure the texture and complexity of everything from coastlines to mountains to storm clouds. We can now use fractals to store photographic quality images in a tiny fraction of the space ordinarily needed. Fractals win prizes at graphics shows and appear on tee - shirts and calanders. Their chaotic patterns appear in many branches of science. Physicists find them on their plotters. Strange attractors with Fractal turbulence appear in celestial mechanics. Biologists diagnose dynamical diseases. Even pure mathematicians such as Bob Devaney, Heinz-Otto Peitgen and Richard Voss go on tour with slide shows and videos of their research. Fractals provide a different way of observing and modeling complex phenomena than Euclidean Geometry or the Calculus developed by Leibnitz and Newton. An arising cross disciplinary science of complexity coupled with the power of desktop computers brings new tools and techniques for studying real world systems.
LizardTech, Inc - Home
Photoshop compatible plugin that provides easy encoding and rendering for all RGB, multichannel, and grayscale images.
http://www.altamira-group.com/
The Fractal Microscope
similarity. Why fractals? Many people are immediately drawn to the bizarrely beautiful images known as fractals. images. fractals in the Classroom.
http://archive.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.
Art Of Garland Hopkins, Fractals, Tutorials, QTVR, Animation, Sculpture
Fine digital art, animations, qtvrs, tutorials, and index of fractal plus public archive of 1500 fractals and presets.
http://garland.galacticworlds.com

Extractions: The CD From The Outer Edge A large amount of my work done in the last few months of 1999 involved the search for organic looking fractals. I used them as the "raw material" from which I developed these images. There were over 1500 rendered fractals involved. I have reduced them in size and posted them as a public resource. Index of FraxFlames 1999
Grist Wallpapers
High quality scans choose from 640x480, 800x600 or 1024x768. Flowers, fractals, shells, and leaves.
http://members.tripod.com/mgrist/
Alice Kelley's Fractals
Galleries 15 Best fractals Gallery. fractals are those intriguing shapes that are characterized by self-similarity and based on mathematics.
http://www.fractalus.com/cheshirecat/gallery.htm

Extractions: "Alice Kelley's fractal designs are astonishing, both emotionally and psychologically, and her yearly calendar has presented the very best of her art. Fractals are those intriguing shapes that are characterized by self-similarity and based on mathematics. These range from flashy to sublime, from energetic bursts to inward-moving mandala-like shapes. Kelley's brilliant talents are brought to life in rich, vibrant colors, unique spiral patterns, and almost psychedelic movements. The designs are also available in greeting cards, and she's just given permission for her calendar to appear in one of the sets of the upcoming Incredible Hulk movie. Kelley's fractals are out of this world." -Jenn House, Magical Blend's magazine, Fall 2002 issue var site="s12kelleyart"
Welcome To Spirit Fractal
Fractal images created through an intuitive process for use with meditation. Gallery, with details of how to order your own personal fractal.
http://www.spiritfractal.com
What Are Fractals?
An explanation of fractals and some cool picts. What are fractals? Dimensions Dimensions Uses Uses Pictures Pictures Resources Resources. What are fractals?
http://www.jracademy.com/~jtucek/math/fractals.html

Extractions: Fractals have come up as an important question two times before the invention of computers. The first time was when British map makers discovered the problem with measuring the length of Britain's coast. On a zoomed out map, the coastline was measured to be 5,000 something or other. Sorry, I've forgotten the units. But anyway, by measuring the coast on more zoomed in maps, it got to be longer, like 8,000. And by looking at really detailed maps, the coastline was over double the original. You see, the coastline of Britain that's on a map of the word doesn't have all the bay's and harbors. A map of just Britain has more of these, but not all the little coves and sounds. The closer they looked, the more detailed and longer the coastline got. Little did they know that this is a property of fractals. (A finite area, aka Britain, being bounded by an infinite line) The second instance of pre-computer fractals was noted by the French mathematician Gaston Julia. He wondered what a complex polynomial function would look like, such as the ones named after him (in the form of z^2 + c, where c is a complex constant with real and imaginary numbers). The idea behind the formula is that you take the x and y coordinates of a point, and plug them into z in the form of x + y*i, where i is the square root of negative one, square this number, and then add c, a constant. Then plug the resulting pair of real and imaginary numbers back into z, run the equation again, and keep doing that until the result is greater than some number. The number of times you have to run the equations to get out of its "orbit" can be assigned a color and then the pixel (x,y) gets turned that color, unless those coordinates can't get out of their orbit, in which case they're made black.
Perfectly Scientific - Home
the scientific algorithm company. Experts in compression, wavelets, FFT, general transforms, color graphics, Monte Carlo, fractals, convolution,signal processing, matrix algebra, genetic algorithms, number theory.
http://www.perfsci.com/

Extractions: PSI news New largest prime number! We have a physical poster of all (over) 6.3 million decimal digits available. The prime is , discovered in Nov 2003. PSI offers unique services that are hard to find elsewhere. We specialize in industrial algorithm problems. Contact us to help solve your specific algorithm problems. PSI offers software that embodies classical algorithms and/or our proprietary algorithms.

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