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| 1.1 make_handouts_4page.pdf.pdf |
1.51Мб |
| 1. Higher Order Differential Equations.mp4 |
6.56Мб |
| 1. Higher Order Differential Equations.vtt |
4.92Кб |
| 1. Intro. Ex. of First Order Nonlinear DEs Equilibriums, Stability, Maple!.mp4 |
71.01Мб |
| 1. Intro. Ex. of First Order Nonlinear DEs Equilibriums, Stability, Maple!.vtt |
21.68Кб |
| 1. Intro to Euler's Method.mp4 |
44.68Мб |
| 1. Intro to Euler's Method.vtt |
18.56Кб |
| 1. Object falling under the force of gravity.mp4 |
7.50Мб |
| 1. Object falling under the force of gravity.vtt |
7.99Кб |
| 1. Partial Differential Equations and Fourier Series Template Slides.pdf |
172.69Кб |
| 1. Power Series Template Slides.pdf |
169.63Кб |
| 1. Slides for This Chapter.pdf |
170.01Кб |
| 1. Slope Fields and Solution Curves.mp4 |
25.13Мб |
| 1. Slope Fields and Solution Curves.vtt |
12.37Кб |
| 1. The Laplace Transform.mp4 |
10.76Мб |
| 1. The Laplace Transform.vtt |
5.65Кб |
| 10. Accuracy of Euler Method.mp4 |
35.70Мб |
| 10. Accuracy of Euler Method.vtt |
10.78Кб |
| 10. Differential Equation for Mixing Problems.mp4 |
16.85Мб |
| 10. Differential Equation for Mixing Problems.vtt |
8.67Кб |
| 10. Hopf Bifurcation Part 2.mp4 |
71.39Мб |
| 10. Hopf Bifurcation Part 2.vtt |
20.33Кб |
| 10. Quiz - Fourier Series.pdf |
68.26Кб |
| 10. Singular Points. Regular Singular Points. Euler's Differential Equation.mp4 |
41.22Мб |
| 10. Singular Points. Regular Singular Points. Euler's Differential Equation.vtt |
17.01Кб |
| 10. Solving Differential Equations with Laplace Transform.mp4 |
8.88Мб |
| 10. Solving Differential Equations with Laplace Transform.vtt |
6.71Кб |
| 10. Theory of Higher Order Equations.mp4 |
15.82Мб |
| 10. Theory of Higher Order Equations.vtt |
9.35Кб |
| 11. Accuracy of Implicit Trapezoid Method.mp4 |
26.58Мб |
| 11. Accuracy of Implicit Trapezoid Method.vtt |
8.05Кб |
| 11. Euler's Differential Equation Continued.mp4 |
29.28Мб |
| 11. Euler's Differential Equation Continued.vtt |
11.51Кб |
| 11. Fourier Series of Piecewise Continuous Function.mp4 |
63.65Мб |
| 11. Fourier Series of Piecewise Continuous Function.vtt |
24.51Кб |
| 11. Hopf Bifurcation Part 2.mp4 |
68.72Мб |
| 11. Hopf Bifurcation Part 2.vtt |
18.64Кб |
| 11. Mixing Problem Example.mp4 |
14.96Мб |
| 11. Mixing Problem Example.vtt |
7.08Кб |
| 11. Partial Fractions to Invert Transforms.mp4 |
17.77Мб |
| 11. Partial Fractions to Invert Transforms.vtt |
11.28Кб |
| 11. Solving Second Order Equations with Constant Coefficients.mp4 |
5.13Мб |
| 11. Solving Second Order Equations with Constant Coefficients.vtt |
3.40Кб |
| 12. Exact Differential Equations.mp4 |
12.05Мб |
| 12. Exact Differential Equations.vtt |
6.63Кб |
| 12. First Translation Theorem.mp4 |
8.54Мб |
| 12. First Translation Theorem.vtt |
5.15Кб |
| 12. Fourier Series - Convergence.mp4 |
44.94Мб |
| 12. Fourier Series - Convergence.vtt |
13.24Кб |
| 12. Frobenius Series Solutions and Beginning of Example.mp4 |
44.17Мб |
| 12. Frobenius Series Solutions and Beginning of Example.vtt |
14.26Кб |
| 12. Hints for an assignment #7. Random Review Stuff. For Students in Math 3120.mp4 |
80.45Мб |
| 12. Hints for an assignment #7. Random Review Stuff. For Students in Math 3120.vtt |
20.70Кб |
| 12. Second Order Equations with Constant Coefficients Distinct Roots.mp4 |
4.30Мб |
| 12. Second Order Equations with Constant Coefficients Distinct Roots.vtt |
3.93Кб |
| 13. Coding Implicit Trapezoid.mp4 |
37.66Мб |
| 13. Coding Implicit Trapezoid.vtt |
10.14Кб |
| 13. Cosine and Sine Fourier Series - Even and Odd Extensions.mp4 |
59.21Мб |
| 13. Cosine and Sine Fourier Series - Even and Odd Extensions.vtt |
18.17Кб |
| 13. Exact Differential Equation Example 1.mp4 |
18.52Мб |
| 13. Exact Differential Equation Example 1.vtt |
8.04Кб |
| 13. First Translation Theorem Inverting Transforms.mp4 |
11.04Мб |
| 13. First Translation Theorem Inverting Transforms.vtt |
7.06Кб |
| 13. Frobenius Series Solution Roots Differing by Non Integer.mp4 |
39.27Мб |
| 13. Frobenius Series Solution Roots Differing by Non Integer.vtt |
13.08Кб |
| 13. Solving Second Order Equations with Constant Coefficients 1 Root.mp4 |
5.88Мб |
| 13. Solving Second Order Equations with Constant Coefficients 1 Root.vtt |
4.02Кб |
| 14. Exact Differential Equation Example 2.mp4 |
19.30Мб |
| 14. Exact Differential Equation Example 2.vtt |
8.92Кб |
| 14. First Translation Theorem Inverting Transforms Completing Square.mp4 |
10.28Мб |
| 14. First Translation Theorem Inverting Transforms Completing Square.vtt |
7.27Кб |
| 14. Frobenius Series Roots Differing by an Integer - 2 Frobenius Solutions.mp4 |
13.50Мб |
| 14. Frobenius Series Roots Differing by an Integer - 2 Frobenius Solutions.vtt |
4.55Кб |
| 14. Heun's Method.mp4 |
9.71Мб |
| 14. Heun's Method.vtt |
4.46Кб |
| 14. Removing Inhomogeneous Terms in PDE Heat Equation.mp4 |
62.36Мб |
| 14. Removing Inhomogeneous Terms in PDE Heat Equation.vtt |
21.10Кб |
| 14. Solving Second Order Equations with Constant Coefficients Complex Roots.mp4 |
16.97Мб |
| 14. Solving Second Order Equations with Constant Coefficients Complex Roots.vtt |
9.02Кб |
| 15. Introduction to Substitution Methods.mp4 |
9.90Мб |
| 15. Introduction to Substitution Methods.vtt |
6.05Кб |
| 15. Method of Reduction.mp4 |
17.43Мб |
| 15. Method of Reduction.vtt |
9.72Кб |
| 15. Removing Inhomogeneous Terns in Boundary Conditions Heat Equation.mp4 |
17.53Мб |
| 15. Removing Inhomogeneous Terns in Boundary Conditions Heat Equation.vtt |
7.30Кб |
| 15. Roots Differing by an Integer - 1 Frobenius Solution Continued.mp4 |
51.48Мб |
| 15. Roots Differing by an Integer - 1 Frobenius Solution Continued.vtt |
18.84Кб |
| 15. Runge Kutta (RK2) Derivation.mp4 |
55.77Мб |
| 15. Runge Kutta (RK2) Derivation.vtt |
19.95Кб |
| 15. Second Translation Theorem.mp4 |
6.16Мб |
| 15. Second Translation Theorem.vtt |
3.57Кб |
| 16. Frobenius Series Roots Differing by an Integer- 1 Frobenius Solution.mp4 |
24.53Мб |
| 16. Frobenius Series Roots Differing by an Integer- 1 Frobenius Solution.vtt |
9.65Кб |
| 16. Higher Order Equations Distinct Real Roots.mp4 |
5.36Мб |
| 16. Higher Order Equations Distinct Real Roots.vtt |
4.07Кб |
| 16. Homogenous Differential Equations.mp4 |
11.99Мб |
| 16. Homogenous Differential Equations.vtt |
8.34Кб |
| 16. Piecewise Continuous Functions with Unit Step Functiond.mp4 |
15.24Мб |
| 16. Piecewise Continuous Functions with Unit Step Functiond.vtt |
5.57Кб |
| 16. Runge Kutta (RK4) Method.mp4 |
67.13Мб |
| 16. Runge Kutta (RK4) Method.vtt |
17.30Кб |
| 16. Wave Equation.mp4 |
57.62Мб |
| 16. Wave Equation.vtt |
21.67Кб |
| 17. Higher Order Equations Repeated Real Roots.mp4 |
6.62Мб |
| 17. Higher Order Equations Repeated Real Roots.vtt |
4.96Кб |
| 17. Homogeneous Differential Equation Example 1.mp4 |
12.58Мб |
| 17. Homogeneous Differential Equation Example 1.vtt |
7.22Кб |
| 17. Laplace Transform of Piecewise Continuous Functions.mp4 |
7.74Мб |
| 17. Laplace Transform of Piecewise Continuous Functions.vtt |
3.47Кб |
| 17. Quiz Frobenius Series.pdf |
47.43Кб |
| 17. Review of some Numerical Stability Concepts and the Methods we have looked at.mp4 |
24.32Мб |
| 17. Review of some Numerical Stability Concepts and the Methods we have looked at.vtt |
9.11Кб |
| 18. Higher Order Equations Distinct Complex Roots.mp4 |
3.50Мб |
| 18. Higher Order Equations Distinct Complex Roots.vtt |
2.10Кб |
| 18. Homogeneous Differential Equation Example 2.mp4 |
3.97Мб |
| 18. Homogeneous Differential Equation Example 2.vtt |
2.53Кб |
| 18. Laplace Transform of Piecewise Continuous Functions.mp4 |
14.62Мб |
| 18. Laplace Transform of Piecewise Continuous Functions.vtt |
4.58Кб |
| 18. Method of Reduction with Frobenius Series.mp4 |
20.08Мб |
| 18. Method of Reduction with Frobenius Series.vtt |
6.79Кб |
| 18. Polynomial Interpolation (Vandermonde Matrix).mp4 |
27.12Мб |
| 18. Polynomial Interpolation (Vandermonde Matrix).vtt |
10.19Кб |
| 19. Bernoulli Differential Equations.mp4 |
10.86Мб |
| 19. Bernoulli Differential Equations.vtt |
6.44Кб |
| 19. Higher Order Equations Repeated Complex Roots.mp4 |
5.09Мб |
| 19. Higher Order Equations Repeated Complex Roots.vtt |
3.91Кб |
| 19. Method of Reduction with Frobenius Series Continued.mp4 |
58.39Мб |
| 19. Method of Reduction with Frobenius Series Continued.vtt |
18.67Кб |
| 19. Newton Divided Difference Polynomial Interpolation.mp4 |
40.90Мб |
| 19. Newton Divided Difference Polynomial Interpolation.vtt |
15.66Кб |
| 19. Solving an IVP with a Piecewise continuous Non-homogenous Term.mp4 |
44.30Мб |
| 19. Solving an IVP with a Piecewise continuous Non-homogenous Term.vtt |
16.58Кб |
| 2. Euler's Method Example (by hand).mp4 |
32.78Мб |
| 2. Euler's Method Example (by hand).vtt |
14.00Кб |
| 2. Existence and Uniqueness for first order Differential Equations.mp4 |
17.63Мб |
| 2. Existence and Uniqueness for first order Differential Equations.vtt |
9.67Кб |
| 2. Intro. Ex. of First Order DEs Equilibriums, Stability, Maple! Continued....mp4 |
46.48Мб |
| 2. Intro. Ex. of First Order DEs Equilibriums, Stability, Maple! Continued....vtt |
16.58Кб |
| 2. Intro to PDEs.mp4 |
52.18Мб |
| 2. Intro to PDEs.vtt |
26.60Кб |
| 2. Laplace Transform Example Unit Step Function.mp4 |
6.95Мб |
| 2. Laplace Transform Example Unit Step Function.vtt |
4.73Кб |
| 2. Linear Differential Operators.mp4 |
5.59Мб |
| 2. Linear Differential Operators.vtt |
3.73Кб |
| 2. Object falling under the force of gravity and air resistance.mp4 |
4.10Мб |
| 2. Object falling under the force of gravity and air resistance.vtt |
4.53Кб |
| 2. Review of Second Order Equations (Constant Coefficients) and Power Series.mp4 |
45.95Мб |
| 2. Review of Second Order Equations (Constant Coefficients) and Power Series.vtt |
16.23Кб |
| 2. Self Adjoint Operators.mp4 |
68.58Мб |
| 2. Self Adjoint Operators.vtt |
24.75Кб |
| 20. Backward Differentiation BDF1.mp4 |
28.33Мб |
| 20. Backward Differentiation BDF1.vtt |
16.44Кб |
| 20. Higher Order Equations Example With All Cases.mp4 |
5.39Мб |
| 20. Higher Order Equations Example With All Cases.vtt |
3.25Кб |
| 20. Quiz Frobenius and Reduction of Order.pdf |
55.40Кб |
| 20. Reduction of a Second Order Differential Equation to a First Order One.mp4 |
13.22Мб |
| 20. Reduction of a Second Order Differential Equation to a First Order One.vtt |
9.18Кб |
| 20. Solving an IVP with a Piecewise continuous Non-homogenous Term.mp4 |
35.20Мб |
| 20. Solving an IVP with a Piecewise continuous Non-homogenous Term.vtt |
10.74Кб |
| 21. Assignment #1.pdf |
337.08Кб |
| 21. Assignment 4.pdf |
83.80Кб |
| 21. Backward Differentiation BDF2.mp4 |
28.12Мб |
| 21. Backward Differentiation BDF2.vtt |
11.96Кб |
| 21. Nonhomogenous Differential Equations.mp4 |
7.78Мб |
| 21. Nonhomogenous Differential Equations.vtt |
3.95Кб |
| 22. Derivatives of Transforms.mp4 |
20.44Мб |
| 22. Derivatives of Transforms.vtt |
6.65Кб |
| 22. Method of Undetermined Coefficients Example 1.mp4 |
13.56Мб |
| 22. Method of Undetermined Coefficients Example 1.vtt |
8.13Кб |
| 23. Laplace Transform of Piecewise Periodic Functions.mp4 |
14.08Мб |
| 23. Laplace Transform of Piecewise Periodic Functions.vtt |
4.36Кб |
| 23. Method of Undetermined Coefficients Example 2.mp4 |
5.07Мб |
| 23. Method of Undetermined Coefficients Example 2.vtt |
3.76Кб |
| 24. Method of Undetermined Coefficients Example 3.mp4 |
8.78Мб |
| 24. Method of Undetermined Coefficients Example 3.vtt |
6.42Кб |
| 24. Solving an IVP with a Piecewise Periodic Non-homogenous Term.mp4 |
39.55Мб |
| 24. Solving an IVP with a Piecewise Periodic Non-homogenous Term.vtt |
10.46Кб |
| 25. Method of Undetermined Coefficients Avoiding Duplication.mp4 |
13.04Мб |
| 25. Method of Undetermined Coefficients Avoiding Duplication.vtt |
7.92Кб |
| 25. The Dirac Delta Function.mp4 |
32.38Мб |
| 25. The Dirac Delta Function.vtt |
10.87Кб |
| 26. Method of Undetermined Coefficients In General.mp4 |
11.11Мб |
| 26. Method of Undetermined Coefficients In General.vtt |
3.99Кб |
| 26. Solving an IVP with a Delta Function Term.mp4 |
23.45Мб |
| 26. Solving an IVP with a Delta Function Term.vtt |
8.76Кб |
| 27. Method of Undetermined Coefficients Example 4.mp4 |
16.25Мб |
| 27. Method of Undetermined Coefficients Example 4.vtt |
8.36Кб |
| 27. Solving an IVP with Multiple Delta Function Term.mp4 |
12.80Мб |
| 27. Solving an IVP with Multiple Delta Function Term.vtt |
5.37Кб |
| 28. Method of Undetermined Coefficients Example 5.mp4 |
10.78Мб |
| 28. Method of Undetermined Coefficients Example 5.vtt |
7.61Кб |
| 28. The Convolution Theorem.mp4 |
16.56Мб |
| 28. The Convolution Theorem.vtt |
6.21Кб |
| 29. Convolution Theorem Finding Integral Solutions.mp4 |
8.07Мб |
| 29. Convolution Theorem Finding Integral Solutions.vtt |
3.92Кб |
| 29. Method of Undetermined Coefficients Example 6.mp4 |
8.16Мб |
| 29. Method of Undetermined Coefficients Example 6.vtt |
4.45Кб |
| 3. Euler's Method in Maple.mp4 |
20.06Мб |
| 3. Euler's Method in Maple.vtt |
8.50Кб |
| 3. Laplace Transform Example First Derivative.mp4 |
6.31Мб |
| 3. Laplace Transform Example First Derivative.vtt |
4.12Кб |
| 3. Logistic growth with constant harvest, equilib. points, stability, bifurcation.mp4 |
53.82Мб |
| 3. Logistic growth with constant harvest, equilib. points, stability, bifurcation.vtt |
19.92Кб |
| 3. Motion of a mass on a spring.mp4 |
9.27Мб |
| 3. Motion of a mass on a spring.vtt |
7.06Кб |
| 3. Principal of Superposition.mp4 |
9.74Мб |
| 3. Principal of Superposition.vtt |
5.31Кб |
| 3. Regular Sturm-Liouville Eigenvalue Problems.mp4 |
34.43Мб |
| 3. Regular Sturm-Liouville Eigenvalue Problems.vtt |
13.53Кб |
| 3. Separable Differential Equations.mp4 |
8.58Мб |
| 3. Separable Differential Equations.vtt |
6.13Кб |
| 3. Separation of Variables Heat Equation - Zero B.C..mp4 |
33.93Мб |
| 3. Separation of Variables Heat Equation - Zero B.C..vtt |
19.53Кб |
| 3. Solving Airy's Differential Equation with Power Series Solution.mp4 |
51.10Мб |
| 3. Solving Airy's Differential Equation with Power Series Solution.vtt |
23.28Кб |
| 30. Assignment 2.pdf |
76.52Кб |
| 30. Convolution Theorem Finding Integral Solutions.mp4 |
14.05Мб |
| 30. Convolution Theorem Finding Integral Solutions.vtt |
6.50Кб |
| 31. Assignment 5.pdf |
131.87Кб |
| 31. Reduction of Order The General Formula.mp4 |
13.53Мб |
| 31. Reduction of Order The General Formula.vtt |
7.84Кб |
| 32. Reduction of Order An Example.mp4 |
5.88Мб |
| 32. Reduction of Order An Example.vtt |
4.17Кб |
| 33. Variation of Parameters.mp4 |
26.46Мб |
| 33. Variation of Parameters.vtt |
13.43Кб |
| 34. Variation of Parameters An Example.mp4 |
9.22Мб |
| 34. Variation of Parameters An Example.vtt |
4.33Кб |
| 35. Assignment 3.pdf |
100.49Кб |
| 4. Euler's Method in Excel.mp4 |
15.07Мб |
| 4. Euler's Method in Excel.vtt |
7.01Кб |
| 4. Existence and Uniqueness Theorem.mp4 |
4.07Мб |
| 4. Existence and Uniqueness Theorem.vtt |
3.50Кб |
| 4. Heat Equation - Zero B.C. - Sine Fourier Series.mp4 |
40.57Мб |
| 4. Heat Equation - Zero B.C. - Sine Fourier Series.vtt |
19.85Кб |
| 4. Laplace Transform Example Second Derivative.mp4 |
4.40Мб |
| 4. Laplace Transform Example Second Derivative.vtt |
2.71Кб |
| 4. Logistic growth with constant harvest, numerical solve Maple.mp4 |
13.84Мб |
| 4. Logistic growth with constant harvest, numerical solve Maple.vtt |
4.44Кб |
| 4. Plotting Solutions of Airy's DE and using Maple to find Series Solutions.mp4 |
77.59Мб |
| 4. Plotting Solutions of Airy's DE and using Maple to find Series Solutions.vtt |
24.64Кб |
| 4. Regular Sturm-Liouville Operator is Self Adjoint.mp4 |
40.59Мб |
| 4. Regular Sturm-Liouville Operator is Self Adjoint.vtt |
15.91Кб |
| 4. RLC Circuits.mp4 |
21.36Мб |
| 4. RLC Circuits.vtt |
7.44Кб |
| 4. Separable Differential Equation Examples.mp4 |
6.78Мб |
| 4. Separable Differential Equation Examples.vtt |
5.25Кб |
| 5. Euler's Method In Maple (Another Example) and Dsolve Numeric in Maple.mp4 |
51.65Мб |
| 5. Euler's Method In Maple (Another Example) and Dsolve Numeric in Maple.vtt |
12.05Кб |
| 5. Existence of the Laplace Transform.mp4 |
12.36Мб |
| 5. Existence of the Laplace Transform.vtt |
8.19Кб |
| 5. Finding a Power Series Solution, Using Maple as well, Ordinary Points.mp4 |
53.68Мб |
| 5. Finding a Power Series Solution, Using Maple as well, Ordinary Points.vtt |
18.90Кб |
| 5. Heat Equation - Zero B.C. - Sine Fourier Series Continued.mp4 |
57.02Мб |
| 5. Heat Equation - Zero B.C. - Sine Fourier Series Continued.vtt |
21.64Кб |
| 5. Logistic periodic harvesting, equilibrium and stability defn. for systems.mp4 |
56.57Мб |
| 5. Logistic periodic harvesting, equilibrium and stability defn. for systems.vtt |
19.04Кб |
| 5. Motion of a simple pendulum.mp4 |
8.24Мб |
| 5. Motion of a simple pendulum.vtt |
5.91Кб |
| 5. Newtons Law of Cooling.mp4 |
9.55Мб |
| 5. Newtons Law of Cooling.vtt |
7.02Кб |
| 5. Regular Sturm-Liouville Orthogonal Eigen Functions and Real Eigenvalues.mp4 |
32.74Мб |
| 5. Regular Sturm-Liouville Orthogonal Eigen Functions and Real Eigenvalues.vtt |
13.92Кб |
| 5. The Wronskian Determinant.mp4 |
19.66Мб |
| 5. The Wronskian Determinant.vtt |
8.40Кб |
| 6. General Solutions of Second Order Linear Homogenous Equations.mp4 |
15.38Мб |
| 6. General Solutions of Second Order Linear Homogenous Equations.vtt |
8.67Кб |
| 6. Laplace Transform Example Exponential Function.mp4 |
2.94Мб |
| 6. Laplace Transform Example Exponential Function.vtt |
2.00Кб |
| 6. More Differential Equation Models.mp4 |
14.93Мб |
| 6. More Differential Equation Models.vtt |
10.73Кб |
| 6. Newtons Law of Cooling Homicide Victim Example.mp4 |
12.97Мб |
| 6. Newtons Law of Cooling Homicide Victim Example.vtt |
4.96Кб |
| 6. Ordinary Points. Chebyshev's Differential Equation.mp4 |
48.59Мб |
| 6. Ordinary Points. Chebyshev's Differential Equation.vtt |
22.24Кб |
| 6. Regular Sturm-Liouville Theorem and Eigen Function Expansions.mp4 |
37.84Мб |
| 6. Regular Sturm-Liouville Theorem and Eigen Function Expansions.vtt |
12.79Кб |
| 6. Review of Linear Systems Phase Portraits.mp4 |
111.85Мб |
| 6. Review of Linear Systems Phase Portraits.vtt |
21.31Кб |
| 6. Sine Fourier Series Continued and Heat Equation.mp4 |
31.22Мб |
| 6. Sine Fourier Series Continued and Heat Equation.vtt |
10.53Кб |
| 6. Stability of Euler's Method Part 1.mp4 |
13.16Мб |
| 6. Stability of Euler's Method Part 1.vtt |
7.08Кб |
| 7. Converting DEs to Sturm Liouville FOrm.mp4 |
33.06Мб |
| 7. Converting DEs to Sturm Liouville FOrm.vtt |
12.77Кб |
| 7. Defining and Classifying Differential Equations.mp4 |
17.43Мб |
| 7. Defining and Classifying Differential Equations.vtt |
14.16Кб |
| 7. Heat Equation - Zero Flux B.C. - Cosine Fourier Series.mp4 |
54.10Мб |
| 7. Heat Equation - Zero Flux B.C. - Cosine Fourier Series.vtt |
21.87Кб |
| 7. Laplace Transform Example Cosine, Sine, Hyperbolic Cosine and Sine.mp4 |
15.08Мб |
| 7. Laplace Transform Example Cosine, Sine, Hyperbolic Cosine and Sine.vtt |
5.84Кб |
| 7. Linearization of Nonlinear System - Jacobian - Example as well.mp4 |
62.62Мб |
| 7. Linearization of Nonlinear System - Jacobian - Example as well.vtt |
21.18Кб |
| 7. Previous Video Continued Chebyshev Polynomials.mp4 |
15.88Мб |
| 7. Previous Video Continued Chebyshev Polynomials.vtt |
5.99Кб |
| 7. Stability of Euler's Method Part 2.mp4 |
42.83Мб |
| 7. Stability of Euler's Method Part 2.vtt |
14.01Кб |
| 7. Summary of Theory for Second Order Homogenous Equations.mp4 |
4.35Мб |
| 7. Summary of Theory for Second Order Homogenous Equations.vtt |
2.32Кб |
| 7. Torricellis Law.mp4 |
15.51Мб |
| 7. Torricellis Law.vtt |
8.73Кб |
| 8. BackwardImplicit Euler Part 1.mp4 |
82.94Мб |
| 8. BackwardImplicit Euler Part 1.vtt |
23.22Кб |
| 8. Equilibrium Points, Stability, Phase Portrait, Numerical Solution in Maple.mp4 |
67.17Мб |
| 8. Equilibrium Points, Stability, Phase Portrait, Numerical Solution in Maple.vtt |
16.15Кб |
| 8. Heat Equation - Periodic B.C. General Fourier Series.mp4 |
43.35Мб |
| 8. Heat Equation - Periodic B.C. General Fourier Series.vtt |
17.97Кб |
| 8. Linear Independence and the Wronskian.mp4 |
23.12Мб |
| 8. Linear Independence and the Wronskian.vtt |
10.73Кб |
| 8. Quiz Power Series Solution about Ordinary Point.pdf |
73.21Кб |
| 8. Solutions of Differential Equations.mp4 |
8.46Мб |
| 8. Solutions of Differential Equations.vtt |
6.45Кб |
| 8. Sturm Liouville Example with Euler's Equation.mp4 |
44.11Мб |
| 8. Sturm Liouville Example with Euler's Equation.vtt |
21.43Кб |
| 8. The Inverse Laplace Transform.mp4 |
6.39Мб |
| 8. The Inverse Laplace Transform.vtt |
4.09Кб |
| 8. Torricellis Law Example.mp4 |
19.70Мб |
| 8. Torricellis Law Example.vtt |
10.71Кб |
| 9. Equilibrium Points, Stability, Phase Portrait, Numerical Solution in Maple.mp4 |
58.65Мб |
| 9. Equilibrium Points, Stability, Phase Portrait, Numerical Solution in Maple.vtt |
16.88Кб |
| 9. Explicit and Implicit Solutions.mp4 |
5.06Мб |
| 9. Explicit and Implicit Solutions.vtt |
3.67Кб |
| 9. Fourier Series Continued.mp4 |
53.12Мб |
| 9. Fourier Series Continued.vtt |
17.40Кб |
| 9. Implicit Trapezoid Stability.mp4 |
57.04Мб |
| 9. Implicit Trapezoid Stability.vtt |
19.86Кб |
| 9. Linear First Order Differential Equations.mp4 |
20.04Мб |
| 9. Linear First Order Differential Equations.vtt |
11.86Кб |
| 9. Nonhomogenous Sturm Liouville Problem.mp4 |
48.12Мб |
| 9. Nonhomogenous Sturm Liouville Problem.vtt |
19.39Кб |
| 9. Quiz Solution Power Series Solution about Ordinary Point.pdf |
368.02Кб |
| 9. Solving Differential Equations with Laplace Transform.mp4 |
12.91Мб |
| 9. Solving Differential Equations with Laplace Transform.vtt |
10.44Кб |
| 9. Wronskian of Solutions.mp4 |
13.88Мб |
| 9. Wronskian of Solutions.vtt |
6.83Кб |
| Must Read.txt |
540б |
| ReadMe.txt |
538б |
| ReadMe.txt |
538б |
| ReadMe.txt |
538б |
| ReadMe.txt |
538б |
| Visit Coursedrive.org.url |
124б |
| Visit Coursedrive.org.url |
124б |
| Visit Coursedrive.org.url |
124б |
| Visit Coursedrive.org.url |
124б |
| Visit Coursedrive.org.url |
124б |