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1337x- Downloads
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- Tutorials
- Language
- English
- Category
- Other
- Size
- 1.3 GB
- Added
- 2025-05-01 00:20 (1 year, 6 months ago)
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- Get Bonus Downloads Here.url183 bytes
- 01 - Introduction to differential equations.mp42.6 MB
- 01 - Introduction to differential equations.srt1.4 KB
- 02 - What you should know.mp42.2 MB
- 02 - What you should know.srt1.4 KB
- 03 - Linear algebra review.mp426.3 MB
- 03 - Linear algebra review.srt29.5 KB
- 01 - What is a derivative.mp411.9 MB
- 01 - What is a derivative.srt12.3 KB
- 02 - What are differential equations.mp45.8 MB
- 02 - What are differential equations.srt6.4 KB
- 03 - Direction fields.mp412.2 MB
- 03 - Direction fields.srt9.4 KB
- 04 - Differential equation orders.mp47.0 MB
- 04 - Differential equation orders.srt7.3 KB
- 05 - Ordinary vs. partial differential equations.mp47.4 MB
- 05 - Ordinary vs. partial differential equations.srt7.8 KB
- 06 - Linear vs. nonlinear differential equations.mp47.8 MB
- 06 - Linear vs. nonlinear differential equations.srt7.5 KB
- 07 - Differential equation solutions.mp45.7 MB
- 07 - Differential equation solutions.srt6.2 KB
- 08 - Initial value problems.mp48.1 MB
- 08 - Initial value problems.srt8.4 KB
- 01 - First order differential equations introduction.mp46.4 MB
- 01 - First order differential equations introduction.srt6.3 KB
- 02 - Calculating first order differential equations.mp49.9 MB
- 02 - Calculating first order differential equations.srt10.6 KB
- 03 - Linear differential equations.mp416.4 MB
- 03 - Linear differential equations.srt16.9 KB
- 04 - Separable differential equations.mp414.2 MB
- 04 - Separable differential equations.srt14.9 KB
- 05 - Exact differential equations.mp421.2 MB
- 05 - Exact differential equations.srt19.4 KB
- 06 - Bernoulli differential equations.mp414.6 MB
- 06 - Bernoulli differential equations.srt14.1 KB
- 07 - Substitutions.mp49.1 MB
- 07 - Substitutions.srt8.9 KB
- 01 - Growth and decay.mp415.0 MB
- 01 - Growth and decay.srt13.0 KB
- 02 - Population.mp412.5 MB
- 02 - Population.srt11.1 KB
- 03 - Orthogonal trajectories.mp411.6 MB
- 03 - Orthogonal trajectories.srt11.5 KB
- 04 - Velocity.mp414.3 MB
- 04 - Velocity.srt12.7 KB
- 05 - Cooling and heating.mp412.3 MB
- 05 - Cooling and heating.srt12.2 KB
- 06 - Mixing.mp418.2 MB
- 06 - Mixing.srt16.3 KB
- 07 - Carbon-14 dating.mp415.1 MB
- 07 - Carbon-14 dating.srt14.1 KB
- 08 - RC circuit.mp416.4 MB
- 08 - RC circuit.srt13.6 KB
- 09 - Curves.mp414.9 MB
- 09 - Curves.srt12.4 KB
- 01 - Second order differential equations introduction.mp48.9 MB
- 01 - Second order differential equations introduction.srt8.9 KB
- 02 - Calculating second order differential equations.mp411.3 MB
- 02 - Calculating second order differential equations.srt11.2 KB
- 03 - Constant coefficient homogeneous second order equations.mp411.3 MB
- 03 - Constant coefficient homogeneous second order equations.srt11.0 KB
- 04 - Real and distinct roots.mp415.9 MB
- 04 - Real and distinct roots.srt15.5 KB
- 05 - Identical real roots.mp416.7 MB
- 05 - Identical real roots.srt16.2 KB
- 06 - Complex roots.mp421.2 MB
- 06 - Complex roots.srt20.5 KB
- 07 - Superposition.mp414.3 MB
- 07 - Superposition.srt15.1 KB
- 08 - Wronskian.mp410.5 MB
- 08 - Wronskian.srt9.5 KB
- 09 - Reduction of order.mp422.8 MB
- 09 - Reduction of order.srt17.4 KB
- 10 - Nonhomogeneous second order equations.mp48.9 MB
- 10 - Nonhomogeneous second order equations.srt8.8 KB
- 11 - Undetermined coefficients.mp421.9 MB
- 11 - Undetermined coefficients.srt18.6 KB
- 12 - Variation of parameters.mp423.0 MB
- 12 - Variation of parameters.srt19.9 KB
- 13 - Second order differential equations applications.mp411.6 MB
- 13 - Second order differential equations applications.srt11.2 KB
- 01 - Higher order differential equations introduction.mp411.2 MB
- 01 - Higher order differential equations introduction.srt11.5 KB
- 02 - Calculating higher order differential equations.mp413.5 MB
- 02 - Calculating higher order differential equations.srt12.3 KB
- 03 - Linear homogeneous higher order equations.mp48.1 MB
- 03 - Linear homogeneous higher order equations.srt7.7 KB
- 04 - Various roots.mp424.4 MB
- 04 - Various roots.srt22.6 KB
- 05 - Reduction of order with higher order equations.mp431.9 MB
- 05 - Reduction of order with higher order equations.srt28.0 KB
- 06 - Nonhomogeneous higher order equations.mp49.3 MB
- 06 - Nonhomogeneous higher order equations.srt9.3 KB
- 07 - Undetermined coefficients with higher order equations.mp425.9 MB
- 07 - Undetermined coefficients with higher order equations.srt21.4 KB
- 08 - Variation of parameters with higher order Equations.mp419.7 MB
- 08 - Variation of parameters with higher order Equations.srt17.4 KB
- 09 - Higher order differential equations applications.mp412.1 MB
- 09 - Higher order differential equations applications.srt11.2 KB
- 01 - What is a series.mp411.7 MB
- 01 - What is a series.srt11.2 KB
- 02 - Power series.mp411.5 MB
- 02 - Power series.srt11.3 KB
- 03 - Taylor series.mp46.1 MB
- 03 - Taylor series.srt6.2 KB
- 04 - Near ordinary points.mp416.4 MB
- 04 - Near ordinary points.srt15.8 KB
- 05 - Regular singular points.mp46.2 MB
- 05 - Regular singular points.srt6.3 KB
- 06 - Euler equations.mp414.0 MB
- 06 - Euler equations.srt12.9 KB
- 07 - Near regular singular points.mp417.4 MB
- 07 - Near regular singular points.srt14.9 KB
- 01 - Systems of differential equations.mp413.1 MB
- 01 - Systems of differential equations.srt13.2 KB
- 02 - Calculating systems of first order linear differential equations.mp416.7 MB
- 02 - Calculating systems of first order linear differential equations.srt15.8 KB
- 03 - Linear homogeneous systems of first order differential equations.mp411.5 MB
- 03 - Linear homogeneous systems of first order differential equations.srt11.7 KB
- 04 - Real and distinct eigenvalues.mp418.3 MB
- 04 - Real and distinct eigenvalues.srt17.6 KB
- 05 - Complex eigenvalues.mp426.1 MB
- 05 - Complex eigenvalues.srt26.0 KB
- 06 - Identical real eigenvalues.mp420.8 MB
- 06 - Identical real eigenvalues.srt19.7 KB
- 07 - Linear nonhomogeneous systems of first order differential equations.mp428.1 MB
- 07 - Linear nonhomogeneous systems of first order differential equations.srt27.2 KB
- 08 - Systems of differential equations applications.mp416.5 MB
- 08 - Systems of differential equations applications.srt14.5 KB
- 01 - What is the Laplace transform.mp410.0 MB
- 01 - What is the Laplace transform.srt10.6 KB
- 02 - Calculating the Laplace transform.mp411.5 MB
- 02 - Calculating the Laplace transform.srt13.0 KB
- 03 - Laplace transform properties.mp412.1 MB
- 03 - Laplace transform properties.srt12.5 KB
- 04 - Inverse Laplace transform.mp410.0 MB
- 04 - Inverse Laplace transform.srt11.8 KB
- 05 - Solving differential equations using Laplace transforms.mp425.6 MB
- 05 - Solving differential equations using Laplace transforms.srt24.5 KB
- 06 - Step functions.mp415.5 MB
- 06 - Step functions.srt16.5 KB
- 07 - Dirac delta function.mp415.8 MB
- 07 - Dirac delta function.srt16.3 KB
- 08 - Rectangular impulse functions.mp49.9 MB
- 08 - Rectangular impulse functions.srt9.5 KB
- 09 - Convolution integrals.mp414.9 MB
- 09 - Convolution integrals.srt15.7 KB
- 01 - What are nonlinear differential equations and systems.mp48.2 MB
- 01 - What are nonlinear differential equations and systems.srt7.4 KB
- 02 - Equilibrium point analysis.mp49.4 MB
- 02 - Equilibrium point analysis.srt9.0 KB
- 03 - Bifurcations.mp413.6 MB
- 03 - Bifurcations.srt12.6 KB
- 04 - Autonomous systems.mp48.6 MB
- 04 - Autonomous systems.srt8.3 KB
- 05 - Locally linear systems.mp45.4 MB
- 05 - Locally linear systems.srt5.3 KB
- 06 - Hamiltonian systems.mp49.6 MB
- 06 - Hamiltonian systems.srt8.8 KB
- 07 - Chaos and strange attractors.mp48.7 MB
- 07 - Chaos and strange attractors.srt8.1 KB
- 08 - Nonlinear differential equations and systems applications.mp415.2 MB
- 08 - Nonlinear differential equations and systems applications.srt15.2 KB
- 01 - What are numerical methods.mp46.1 MB
- 01 - What are numerical methods.srt6.0 KB
- 02 - Euler's method.mp411.5 MB
- 02 - Euler's method.srt10.7 KB
- 03 - Improved Euler's Method.mp414.7 MB
- 03 - Improved Euler's Method.srt13.2 KB
- 04 - Runge-Kutta Method.mp414.3 MB
- 04 - Runge-Kutta Method.srt12.6 KB
- 05 - Stability and convergence.mp47.5 MB
- 05 - Stability and convergence.srt7.4 KB
- 01 - What are boundary value problems.mp49.5 MB
- 01 - What are boundary value problems.srt9.8 KB
- 02 - Two point boundary value problems.mp411.5 MB
- 02 - Two point boundary value problems.srt10.3 KB
- 03 - Periodic functions.mp49.3 MB
- 03 - Periodic functions.srt9.4 KB
- 04 - Orthogonal functions.mp418.1 MB
- 04 - Orthogonal functions.srt15.4 KB
- 05 - Eigenfunctions.mp414.2 MB
- 05 - Eigenfunctions.srt14.4 KB
- 06 - Sturm-Liouville boundary value problems.mp411.3 MB
- 06 - Sturm-Liouville boundary value problems.srt10.7 KB
- 07 - Fourier series with boundary value problems.mp422.8 MB
- 07 - Fourier series with boundary value problems.srt22.5 KB
- 01 - What are partial differential equations.mp47.6 MB
- 01 - What are partial differential equations.srt7.7 KB
- 02 - Separation of variables.mp49.1 MB
- 02 - Separation of variables.srt9.0 KB
- 03 - Diffusion equation.mp420.6 MB
- 03 - Diffusion equation.srt19.3 KB
- 04 - Wave equation.mp49.8 MB
- 04 - Wave equation.srt9.6 KB
- 05 - String vibration.mp415.1 MB
- 05 - String vibration.srt12.2 KB
- 06 - Schrödinger equation.mp421.7 MB
- 06 - Schrödinger equation.srt20.5 KB
- 07 - Laplace's equation.mp412.1 MB
- 07 - Laplace's equation.srt10.9 KB
- 08 - Fourier series with partial differential equations.mp411.6 MB
- 08 - Fourier series with partial differential equations.srt11.6 KB
- 01 - Next steps and additional resources.mp42.7 MB
- 01 - Next steps and additional resources.srt1.7 KB
- Bonus Resources.txt70 bytes
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