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MATH 266 Chaos,Fractals&Dynamical Syst

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Chaos,Fractals&Dynamical Syst Questions & Answers

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  • 1 pages 5b run 1

    5b run 1

  • 1 pages x=0.99
    • x=0.99
    • Vermont
    • Chaos,Fractals&Dynamical Syst
    • MATH 266 - Spring 2016
    • Graphical iteration of the Logistic Map (x = 0.99), 7 = 2.5 f7 1 0 0 1 x
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    x=0.99

  • 1 pages hw11 5a.png

    hw11 5a.png

  • 1 pages x=0.75
    • x=0.75
    • Vermont
    • Chaos,Fractals&Dynamical Syst
    • MATH 266 - Spring 2016
    • Graphical iteration of the Logistic Map (x = 0.75), 7 = 2.5 f7 1 0 0 1 x
    • Register Now

    x=0.75

  • 1 pages hw7pics

    hw7pics

  • 1 pages x=0.5
    • x=0.5
    • Vermont
    • Chaos,Fractals&Dynamical Syst
    • MATH 266 - Spring 2016
    • Graphical iteration of the Logistic Map (x = 0.5), 7 = 2.5 f7 1 0 0 1 x
    • Register Now

    x=0.5

  • 1 pages c=1.1i.png

    c=1.1i.png

  • 1 pages c=i.png

    c=i.png

  • 1 pages x=0.01
    • x=0.01
    • Vermont
    • Chaos,Fractals&Dynamical Syst
    • MATH 266 - Spring 2016
    • Graphical iteration of the Logistic Map (x = 0.01), 7 = 2.5 f7 1 0 0 1 x
    • Register Now

    x=0.01

  • 1 pages bifurcation plot 1,2.png

    bifurcation plot 1,2.png

  • 1 pages c=-1.png

    c=-1.png

  • 1 pages c=-0.5+0.3i.png

    c=-0.5+0.3i.png

  • 1 pages 5a.png

    5a.png

  • 1 pages 5b
    • 5b
    • Vermont
    • Chaos,Fractals&Dynamical Syst
    • MATH 266 - Spring 2016
    • 2 1.5 1 0.5 0 -0.5 2 2.5 3 parameter a 3.5 4
    • Register Now

    5b

  • 1 pages x=0.999999
    • x=0.999999
    • Vermont
    • Chaos,Fractals&Dynamical Syst
    • MATH 266 - Spring 2016
    • Graphical iteration of the Logistic Map (x = 0.999999), 7 = 2.5 f7 1 0 0 1 x
    • Register Now

    x=0.999999

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