Все публикации

0:46:50

Introduction to PDE

0:52:45

Applications to higher order of LDE - part 2

0:49:36

Cauchy's Linear Differential Equations

0:46:39

Method of Variation of Parameters (MVP)

0:49:03

Some more problem on LDE with constant coefficients

0:52:50

Solving Higher order Non-homogeneous Differential Equations

0:49:33

Finding the Particular Integral: Sin(ax+b) or Cos(ax+b) or x^m or Polynomial form

0:57:49

Finding the Particular Integral: e^ax form

0:50:13

Finding the Complementary Function of Homogeneous Differential Equations

0:45:20

Introduction to Differential equation of Higher order

0:44:10

Applications to Higher Order LDE

0:55:59

Legendre's Differential Equations

0:34:02

Rodrigue's formula

0:35:12

Series solution of Legendre's Equation - Legendre's Polynomials

0:38:25

Series Representation & Orthogonality of Bessel Functions

0:33:00

Power series - Solution of Bessel's Differential Equation

0:24:58

D'Alembert's Ratio test

0:22:31

Cauchy's Root test

0:21:34

Introduction to sequences and series

0:39:50

Gauss Divergence theorem

0:37:15

Stoke's theorem

0:38:23

Green's theorem

0:32:56

Line integral of a vector field

0:31:16

Solenoidal and Irrotational vector fields