×
Blog Create CV Courses Certificates Online Courses Communities

Login

Sign up
MindLuster Logo
Categories
Popular

Join Our Telegram Channel Now to Get Any New Free Courses : Click Here

Functional Analysis Part 19 Hölder s Inequality

Share your inquiries now with community members Click Here
Previous Lesson Next Lesson
Sign Up and Get Free Certificate
Sign up Now

Lessons List | 32 Lesson
Functional Analysis Part 1 Metric Space
00:05:59

Functional Analysis Part 1 Metric Space
Functional Analysis Part 2 Examples for metrics
00:08:15

Functional Analysis Part 2 Examples for metrics
Functional Analysis Part 3 Open and closed sets
00:11:07

Functional Analysis Part 3 Open and closed sets
Functional Analysis Part 4 Sequences limits and closed sets
00:07:13

Functional Analysis Part 4 Sequences limits and closed sets
Functional Analysis Part 5 Cauchy sequences and complete metric spaces
00:07:24

Functional Analysis Part 5 Cauchy sequences and complete metric spaces
Functional Analysis Part 6 Norms and Banach spaces
00:07:57

Functional Analysis Part 6 Norms and Banach spaces
Functional Analysis Part 7 Examples of Banach spaces
00:13:04

Functional Analysis Part 7 Examples of Banach spaces
Functional Analysis Part 8 Inner Products and Hilbert Spaces
00:08:02

Functional Analysis Part 8 Inner Products and Hilbert Spaces
Functional Analysis Part 9 Examples of Inner Products and Hilbert Spaces
00:07:07

Functional Analysis Part 9 Examples of Inner Products and Hilbert Spaces
Functional Analysis Part 10 Cauchy Schwarz Inequality
00:10:06

Functional Analysis Part 10 Cauchy Schwarz Inequality
Functional Analysis Part 11 Orthogonality
00:05:29

Functional Analysis Part 11 Orthogonality
Functional Analysis Part 12 Continuity
00:12:11

Functional Analysis Part 12 Continuity
Functional Analysis Part 13 Bounded Operators
00:10:46

Functional Analysis Part 13 Bounded Operators
Functional Analysis Part 14 Example Operator Norm
00:05:35

Functional Analysis Part 14 Example Operator Norm
Functional Analysis Part 15 Riesz Representation Theorem
00:10:10

Functional Analysis Part 15 Riesz Representation Theorem
Functional Analysis Part 16 Compact Sets
00:10:56

Functional Analysis Part 16 Compact Sets
Functional Analysis Part 17 Arzelà–Ascoli theorem
00:13:30

Functional Analysis Part 17 Arzelà–Ascoli theorem
Functional Analysis Part 18 Compact Operators
00:10:18

Functional Analysis Part 18 Compact Operators
Functional Analysis Part 19 Hölder s Inequality
00:07:42

Functional Analysis Part 19 Hölder s Inequality
Functional Analysis Part 20 Minkowski inequality
00:07:55

Functional Analysis Part 20 Minkowski inequality
Functional Analysis Part 21 Isomorphisms
00:10:39

Functional Analysis Part 21 Isomorphisms
Functional Analysis Part 22 Dual spaces
00:09:17

Functional Analysis Part 22 Dual spaces
Functional Analysis Part 23 Dual space Example
00:13:46

Functional Analysis Part 23 Dual space Example
Functional Analysis Part 24 Uniform Boundedness Principle Banach–Steinhaus Theorem
00:07:05

Functional Analysis Part 24 Uniform Boundedness Principle Banach–Steinhaus Theorem
Functional Analysis Part 25 Hahn–Banach theorem
00:12:10

Functional Analysis Part 25 Hahn–Banach theorem
Functional Analysis Part 26 Open Mapping Theorem
00:05:38

Functional Analysis Part 26 Open Mapping Theorem
Functional Analysis Part 27 Bounded Inverse Theorem and Example
00:06:11

Functional Analysis Part 27 Bounded Inverse Theorem and Example
Spectral Theory 1 Spectrum of Bounded Operators Functional Analysis Part 28
00:07:45

Spectral Theory 1 Spectrum of Bounded Operators Functional Analysis Part 28
Spectral Theory 2 Spectrum of Multiplication Operator Functional Analysis Part 29
00:08:28

Spectral Theory 2 Spectrum of Multiplication Operator Functional Analysis Part 29
Spectral Theory 3 Properties of the spectrum Functional Analysis Part 30
00:10:27

Spectral Theory 3 Properties of the spectrum Functional Analysis Part 30
Spectral Theory 4 Spectral Radius Functional Analysis Part 31
00:11:12

Spectral Theory 4 Spectral Radius Functional Analysis Part 31
Spectral Theory 5 Normal and Self Adjoint Operators Functional Analysis Part 32
00:07:19

Spectral Theory 5 Normal and Self Adjoint Operators Functional Analysis Part 32

Comments

Our New Certified Courses Will Reach You in Our Telegram Channel
Join Our Telegram Channels to Get Best Free Courses

Join Now

We Appreciate Your Feedback

Excellent
2 Reviews
Good
0 Reviews
medium
0 Reviews
Acceptable
0 Reviews
Not Good
0 Reviews
5
2 Reviews
Singepogu mariyababu

Course will help you 2023-05-16

B. Guru prakash

nice 2022-09-05

Show More Reviews


Related Courses in Programming
React Projects Workshops
33 Lessons

React Projects Workshops

Node js back end JavaScript
34 Lessons

Node js back end JavaScript

Python programming language
15 Lessons

Python programming language

Social Network Theme UI With Sass
4 Lessons

Social Network Theme UI With Sass

Full Stack React Django
7 Lessons

Full Stack React Django

Build a Node js App With Sequelize
3 Lessons

Build a Node js App With Sequelize

GraphQL With React Apollo
4 Lessons

GraphQL With React Apollo

Node js REST API With Restify Mongoose JWT
2 Lessons

Node js REST API With Restify Mongoose JWT

Full Stack Vue js Express MongoDB
3 Lessons

Full Stack Vue js Express MongoDB

Exploring Docker
3 Lessons

Exploring Docker

Responsive Portfolio Website
7 Lessons

Responsive Portfolio Website

The MERN Stack
12 Lessons

The MERN Stack

PHP REST API From Scratch
3 Lessons

PHP REST API From Scratch

Up unning With Symfony 4
3 Lessons

Up unning With Symfony 4

JavaScript Workshops
3 Lessons

JavaScript Workshops

PHP MySQL Stripe API Payment App
3 Lessons

PHP MySQL Stripe API Payment App

Course Description

Functional analysis is a branch of mathematical analysis, the core of which is formed by the study of vector spaces endowed with some kind of limit-related structure (e.g. inner product, norm, topology .
Trends
Recent
Previous Lesson Next Lesson