'Julia set' presentation slideshows

Lecture 37 of 42

Lecture 37 of 42. Intro to Fractals and L-Systems. Monday, 28 April 2008 William H. Hsu Department of Computing and Information Sciences, KSU KSOL course pages: http://snipurl.com/1y5gc Course web site: http://www.kddresearch.org/Courses/CIS636

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Fractals in nature

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CS G140 Graduate Computer Graphics

499 views • 39 slides

Chaotic Dynamical Systems

Chaotic Dynamical Systems. Experimental Approach Frank Wang. Striking the same key. Graphic Method. Square root function f(x)=sqrt(x) Identity function y=x Vertical to the curve and horizontal to the line. Square Root Function. Logistic Difference Equation. Function Notation. seed x0

685 views • 37 slides

Computability Julia sets

Computability Julia sets. Mark Braverman Microsoft Research January 6, 2009. Julia Sets. Focus on the quadratic family. Let c be a complex parameter. Consider the following discrete-time dynamical system on the complex plane: z ? z 2 + c

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Section 3C Dealing with Uncertainty

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CS 4300 Computer Graphics

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More on Julia & Mandelbrot Sets, Chaos

More on Julia & Mandelbrot Sets, Chaos. Glenn G. Chappell CHAPPELLG@member.ams.org U. of Alaska Fairbanks CS 481/681 Lecture Notes Wednesday, April 7, 2004. Review: Fractals. We have looked at three types of fractals: Turtle Fractals

414 views • 23 slides

Fractals

Fractals. Joceline Lega Department of Mathematics University of Arizona. Outline. Mathematical fractals Julia sets Self-similarity Fractal dimension Diffusion-limited aggregation Fractals and self-similar objects in nature Fractals in man-made constructs

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ITERATIVE DYNAMIC SYSTEMS THROUGH THE MANDELBROT AND JULIA SETS

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