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Mathematics III

Mathematics III

01 Solution of ODE of First Order and First Degree

02 Linear Differential Equations of the First Order

03 Approximate Solution of An Initial Value

04 Series Solution of Homogeneous Linear

05 Series Solution of Homogeneous Linear

06 Bessel Functions and Their Properties

07 Bessel Functions And Their Properties(Contd..)

08 Laplace Transformation

09 Laplace Transformation(contd..)

10 Applications Of Laplace Transformation

11 Applications Of Laplace Transformation(Contd.)

12 One Dimensional Wave Equation

13 One Dimensional Wave Equation

14 Introduction to Differential Equation

15 First Order Differential Equations and Their Geometric Interpretation

16 Differential Equations of First Order & Higher Degree

17 Linear Differential Equation of Second Order-Part - 1

18 Linear Differential equation of Second Order-Part - 2

19 Euler-Cauchy Theorem

20 Higher Order Linear Differential Equations

21 Higher Order Non homogeneous Linear Equations

22 Boundary Value Problems

23 Strum Liouville boundary Value Problem

24 Fourier Series-Part - 1

25 Fourier Series-Part - 2

26 Convergence of the Fourier Series

27 Fourier Integrals

28 Fourier Transforms

29 Partial Differential Equation

30 First Order Partial Differential Equation

31 Second Order Partial Differential Equations - I

32 Second Order Partial Differential Equations - II

33 Solution of One Dimensional Wave Equation

34 Solution of Homogeneous&Non Homogeneous Equations

35 Fourier Integral&Transform Method for Heat Equation

36 Three Dimensional Laplace Equation

37 Solution of Drichlet Problem

38 Numerical Method for Laplace Poisson equation

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