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fileTTC-stering-Differential-cA9J

TTC stering Differential Equations The Visual Method
  • M4V09. Damped and Undamped Harmonic Oscillators.m4v356.94MB
  • M4V24. Conquering Chaos—ndelbrot and Julia Sets.m4v352.37MB
  • M4V01. What Is a Differential Equation.m4v348.28MB
  • M4V20. Periodic Forcing and How Chaos Occurs.m4v345.33MB
  • M4V23. Chaotic Itineraries in a Space of All Sequences.m4v341.30MB
  • M4V14. Sumrizing All Possible Linear Solutions.m4v341.18MB
  • M4V12. An Excursion into Linear Algebra.m4v339.64MB
  • M4V15. Nonlinear Systems Viewed Globally—Nullclines.m4v339.42MB
  • M4V19. All Sorts of Nonlinear Pendulums.m4v338.16MB
  • M4V10. Beating Modes and Resonance of Oscillators.m4v333.01MB
  • M4V05. Methods for Finding Explicit Solutions.m4v332.82MB
  • M4V18. Limit Cycles and Oscillations in Chemistry.m4v329.61MB
  • M4V22. Periods and Ordering of Iterated Functions.m4v328.68MB
  • M4V13. Visualizing Complex and Zero Eigenvalues.m4v328.51MB
  • M4V04. Bifurcations—Drastic Changes in Solutions.m4v328.38MB
  • M4V21. Understanding Chaos with Iterated Functions.m4v326.76MB
  • M4V08. Second-Order Equations—The ss-Spring System.m4v323.93MB
  • M4V03. Classification of Equilibrium Points.m4v322.55MB
  • M4V17. Bifurcations in a Competing Species Model.m4v321.39MB
  • M4V16. Nonlinear Systems near Equilibria—Linearization.m4v320.11MB
  • M4V02. A Limited-Growth Population Model.m4v311.84MB
  • M4V07. Systems of Equations—A Predator-Prey System.m4v310.83MB
  • M4V11. Linear Systems of Differential Equations.m4v308.10MB
  • M4V06. How Computers Solve Differential Equations.m4v298.45MB
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