Linear Operators Part 1

preview_player
Показать описание
In this video we introduce the concept of a linear operator and demonstrate how a linear operator acting on a Finite-dimensional Vector space can be represented by a matrix.
  1. Elliot Nicholson
  2. Linear operators
  3. Linear operators lecture
  4. Explanation of linear operators
  5. Video on linear operators
  6. Linear algebra operators
Рекомендации по теме
Linear Operators Part 0:42:06

Linear Operators Part 1

Linear operators. Part 0:15:36

Linear operators. Part 1.

Lecture 1 Part 0:48:28

Lecture 1 Part 2: Derivatives as Linear Operators

Linear Operators 0:02:51

Linear Operators

Linear Operators - 0:25:04

Linear Operators - Part 1

Introduction to linear 0:14:23

Introduction to linear operators

Linear Transformations , 0:09:06

Linear Transformations , Example 1, Part 1 of 2

ODE Sec 3.1-3.2: 0:12:02

ODE Sec 3.1-3.2: Linear Operators (Part 1 of 3)

1.4.1 Matrix of 0:08:15

1.4.1 Matrix of a linear operator | Part 1

1.4.3 Eigenvalues and 0:05:54

1.4.3 Eigenvalues and eigenvectors of linear operators | Part 1

Linear transformations and 0:10:59

Linear transformations and matrices | Chapter 3, Essence of linear algebra

Compact Linear Operators 0:31:30

Compact Linear Operators - Part 1

Linear operators 0:15:14

Linear operators

Operator Theory, Part 0:28:34

Operator Theory, Part 1

Vector Spaces 08 0:11:21

Vector Spaces 08 Linear Operators definition

Vector Spaces 09 0:19:49

Vector Spaces 09 Linear Operators : Algebra and Matrices : Part 1

Lecture 06: Linear 0:44:39

Lecture 06: Linear Operators 101 - Part 1

Linear Operators / 0:05:09

Linear Operators / Quantum chemistry part 1

Lecture 2: Bounded 1:24:11

Lecture 2: Bounded Linear Operators

What is a 0:02:05

What is a Linear Operator?

Linear operator || 0:15:05

Linear operator || examples of linear operator || funtional analysis

Linear transformations | 0:13:52

Linear transformations | Matrix transformations | Linear Algebra | Khan Academy

Semigroup of bounded 0:40:23

Semigroup of bounded linear operators on Banach space - Part 1

Linear Operators and 0:09:27

Linear Operators and Topological Linear space .Functional Analysis.Lecture 1

Комментарии
Автор

I like how you have not used confusing symbols in equations and left it to the readers to decode what the symbols mean. This now makes sense.
Usually you do not know that two sigmas is just summation with two indices unless you are a mathematician. It is concise to write equations with confusing symbols, but also makes it difficult for the reader to understand. Even those who know what the symbols mean take time to understand what exactly is the meaning of the symbols and what the equation is saying.

avinashsuresh
Автор

One of the best linear algebra videos Ive seen in a while, amazing :D

Barba_
Автор

Nice clarification. Thanks much for sharing.

lcfrod
Автор

The range and the domain is not at all same. The thing is that the dimension of the domain and codomain would be same and this too only when the inverse exists. So for a linear operator the range and domain arent same.

paulimmanuel
Автор

I'm confused: Wolfram says a linear operator acts on functions. And that an operator is "mapping between two function spaces"?

Also, the second paragraph of the Wikipedia page titled Linear Map says, in one convention, "a linear operator allows V and W to differ". Why the ambiguity / inconsistency?

bentupper