Chaos, Fractals & Dynamic Systems - Study24x7
Chaos, Fractals & Dynamic Systems

Prof S Banerjee

2 followers

Chaos, Fractals & Dynamic Systems

Chaos, Fractals & Dynamic Systems

Validity Unlimited Chaos, Fractals & Dynamic Systems All Level Chaos, Fractals & Dynamic Systems English

0.0 (0)
Free

Description

The course covers lessons in Representations of Dynamical Systems,Vector Fields of Nonlinear Systems, Limit Cycles, The Lorenz Equation, The Rossler Equation and Forced Pendulum, The Chua's Circuit, Discrete Time Dynamical Systems, The Logistic Map and Period doubling, Flip and Tangent Bifurcations, Intermittency Transcritical and pitchfork, Two Dimensional Maps, Mandelbrot Sets and Julia Sets, Stable and Unstable Manifolds ,The Monodromy Matrix and the Saltation Matrix .

Includes

  • Chaos, Fractals & Dynamic Systems Total 1 Module
  • Chaos, Fractals & Dynamic Systems 40 Videos
  • Chaos, Fractals & Dynamic Systems Downloadable on mobile
  • Chaos, Fractals & Dynamic Systems Published on 29 June, 2019

Course Content

Chaos, Fractals & Dynamic Systems

Chaos, Fractals & Dynamic Systems
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    Representations of Dynamical Systems

    54m <?php echo  $alt; ?>
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    Vector Fields of Nonlinear Systems

    56m <?php echo  $alt; ?>
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    Limit Cycles

    56m <?php echo  $alt; ?>
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    The Lorenz Equation - I

    53m <?php echo  $alt; ?>
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    The Lorenz Equation - II

    56m <?php echo  $alt; ?>
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    The Rossler Equation and Forced Pendulum

    58m <?php echo  $alt; ?>
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    The Chua's Circuit

    54m <?php echo  $alt; ?>
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    Discrete Time Dynamical Systems

    55m <?php echo  $alt; ?>
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    The Logistic Map and Period doubling

    55m <?php echo  $alt; ?>
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    Flip and Tangent Bifurcations

    56m <?php echo  $alt; ?>
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    Intermittency Transcritical and pitchfork

    55m <?php echo  $alt; ?>
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    Two Dimensional Maps

    54m <?php echo  $alt; ?>
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    Bifurcations in Two Dimensional Maps

    53m <?php echo  $alt; ?>
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    Introduction to Fractals

    52m <?php echo  $alt; ?>
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    Mandelbrot Sets and Julia Sets

    53m <?php echo  $alt; ?>
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    The Space Where Fractals Live

    53m <?php echo  $alt; ?>
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    Interactive Function Systems

    56m <?php echo  $alt; ?>
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    IFS Algorithms

    55m <?php echo  $alt; ?>
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    Fractal Image Compression

    51m <?php echo  $alt; ?>
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    Stable and Unstable Manifolds

    55m <?php echo  $alt; ?>
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    Boundary Crisis and Interior Crisis

    56m <?php echo  $alt; ?>
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    Statistics of Chaotic Attractors

    57m <?php echo  $alt; ?>
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    Matrix Times Circle : Ellipse

    52m <?php echo  $alt; ?>
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    Lyapunov Exponent

    53m <?php echo  $alt; ?>
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    Frequency Spectra of Orbits

    55m <?php echo  $alt; ?>
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    Dynamics on a Torus

    54m <?php echo  $alt; ?>
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    Dynamics on a Torus

    54m <?php echo  $alt; ?>
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    Analysis of Chaotic Time Series

    56m <?php echo  $alt; ?>
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    Analysis of Chaotic Time Series

    51m <?php echo  $alt; ?>
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    Lyapunou Function and Centre Manifold Theory

    1h 60 min <?php echo  $alt; ?>
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    Non-Smooth Bifurcations

    54m <?php echo  $alt; ?>
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    Non-Smooth Bifurcations

    54m <?php echo  $alt; ?>
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    Normal from for Piecewise Smooth 2D Maps

    54m <?php echo  $alt; ?>
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    Bifurcations in Piecewise Linear 2D Maps

    55m <?php echo  $alt; ?>
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    Bifurcations in Piecewise Linear 2D Maps

    52m <?php echo  $alt; ?>
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    Multiple Attractor Bifurcation and Dangerous

    59m <?php echo  $alt; ?>
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    Dynamics of Discontinuous Maps

    56m <?php echo  $alt; ?>
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    Introduction to Floquet Theory

    57m <?php echo  $alt; ?>
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    The Monodromy Matrix and the Saltation Matrix

    57m <?php echo  $alt; ?>
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    Control of Chaos

    54m <?php echo  $alt; ?>

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