Series Solutions Near a Regular Singular Point | The Frobenius Method

preview_player
Показать описание
Feel free to comment below if you have any questions or requests! 🙂
  1. JANIA B.
Рекомендации по теме
Series Solutions Near 0:22:28

Series Solutions Near a Regular Singular Point | The Frobenius Method

Series Solutions near 0:11:51

Series Solutions near Regular Singular Point (Case 1) Example 2

Differential Equations: Series 0:02:28

Differential Equations: Series Solutions Near a Regular Singular Point | Example Problem #1

Series Solutions near 0:22:51

Series Solutions near Regular Singular Points

Introduction to Series 0:04:45

Introduction to Series Solutions near Regular Singular point (Case 1)

Series Solutions Near 0:19:22

Series Solutions Near an Ordinary Point - Ordinary Differential Equations | Lecture 26

Series Solutions near 0:14:59

Series Solutions near Regular Singular point (Case 1) Example 1

Introduction to the 0:11:26

Introduction to the Frobenius Method

Series Solutions near 0:09:13

Series Solutions near Infinity

Series Solutions near 0:10:11

Series Solutions near Ordinary point (Non-polynomial function) Example

Series solutions for 0:25:46

Series solutions for differential equations near a singular point example 2

Series Solutions near 0:16:32

Series Solutions near infinity

Series Solutions Near 0:10:18

Series Solutions Near Ordinary Point x=0 (Example 1)

5.6 Series solutions 0:11:25

5.6 Series solutions near regular singular point(Eng. Math.)

Differential Equations: Series 0:02:14

Differential Equations: Series Solutions Near an Ordinary Point | Example Problem #1

Power Series Solutions 0:14:11

Power Series Solutions of a Differential Equation Near an Ordinary Point

Differential Equations: Series 0:02:40

Differential Equations: Series Solutions Near an Ordinary Point | Part 1

Series solutions near 0:13:51

Series solutions near infinity

Differential Equations: Series 0:01:53

Differential Equations: Series Solutions Near an Ordinary Point | Part 2

Differential Equations: Series 0:11:16

Differential Equations: Series Solutions Near an Ordinary Point

Power Series Solutions 0:55:01

Power Series Solutions of ODEs near Ordinary Points, Euler Equation and Solutions

Series solutions to 0:22:50

Series solutions to differential equations near a singular point example 1

Math 391 1XC 1:40:34

Math 391 1XC Lecture 17 - Euler Equations and Series Solutions near Regular Singular Points

Series solutions for 0:21:02

Series solutions for differential equations near a singular point example 3

Комментарии
Автор

Hello, we start y’ and y” at 0 because of the factor x^r in y. If you want to convince yourself of this, you can expand y by writing out first few terms then find y’ and y’’ and you’ll see that these sums start at n=0. I hope this helps.

JANIAB
Автор

why dont y' start at n=1 and y'' start at n=2?

명랑팔랑핫도그