Measure Theory / Real Analysis Textbook Recommendations

preview_player
Показать описание
A short list of recommendations for texts on Real Analysis with Measure Theory.
  1. Cult of Pythagoras
  2. Measure Theory
  3. Real Analysis
  4. Measure Theory Textbook
  5. Real Analysis Textbook
  6. Textbook recommendations
Рекомендации по теме
The Best Book 0:01:46

The Best Book on Measure Theory

Measure Theory by 0:00:49

Measure Theory by Paul Halmos #math

Measure Theory / 0:13:44

Measure Theory / Real Analysis Textbook Recommendations

Measure Theory series 0:21:51

Measure Theory series to come…

Why Real Analysis 0:04:08

Why Real Analysis and Measure Theory is Important in Economics.

The most important 0:12:52

The most important measure in R - Lebesgue Measure | Measure Theory

Real analysis and 0:25:41

Real analysis and measure theory

Learn Real Analysis 0:10:40

Learn Real Analysis With This Excellent Book

Most Important Real 0:07:07

Most Important Real Analysis Topics for GATE Mathematics 2025 | Watch Now!

Measure Theory - 0:14:40

Measure Theory - Motivation

Measure Theory, Functional 0:15:46

Measure Theory, Functional Analysis, and The Lebesgue Integral for Undergraduates - Johnston

Real Analysis (MTH-RA) 1:27:24

Real Analysis (MTH-RA) Lecture 1

M.SC|| REAL ANALYSIS|| 0:16:59

M.SC|| REAL ANALYSIS|| SEM II | MEASURE THEORY||

MEASURE THEORY: definition 0:33:48

MEASURE THEORY: definition of Measurable functions

My Analysis textbook 0:26:10

My Analysis textbook collection!

Studying for Probability 0:18:37

Studying for Probability Theory and my favorite theorem from Real Analysis

Measure Theory & 1:07:28

Measure Theory & Functional Analysis 1: Real Analysis/Riemann Integration (Review)

Measure Theory 20 0:09:45

Measure Theory 20 | Outer measures - Part 1

Real Analysis (Royden 0:28:05

Real Analysis (Royden - Measure Theory) - Lecture 1

Why greatest Mathematicians 0:00:38

Why greatest Mathematicians are not trying to prove Riemann Hypothesis? || #short #terencetao #maths

Lecture 8: Lebesgue 1:14:02

Lecture 8: Lebesgue Measurable Subsets and Measure

MEASURE THEORY: Definition 0:12:13

MEASURE THEORY: Definition of Lebesgue Measure and its properties

The Best Way 0:00:31

The Best Way to Get Ready for Real Analysis #shorts

measure and integration 0:00:16

measure and integration theory #questions paper for M.sc

Комментарии
Автор

I don't think that I am alone out here. Your take on the books and the grand area of Analysis in math are valuable and appreciated. At the moment, it seems that more people are taking an interest in some type of Modern Analysis by self study than any other area of math, and the bits of info that you weave in and out of the book reports is helpful. Thanks. #7

sanjursan
Автор

I'd truly recommend Axler's Measure, Integration and Real Analysis. I can't believe how good that book is!

navierstokes
Автор

I have such fond memories of Folland. Great textbook.

JoelRosenfeld
Автор

I watched the youtube video of Mary Rudin on Topology, with much intersection of course with Real Analysis. She had an astounding and comprehensive understanding of the subject, and delivered the lecture in such a warm and humorous way. Is there any more of her stuff available? Anyone else think she was superior to her husband, Walter?

sanjursan
Автор

i'm currently reading Terence Tao's "Analysis 1" (third addition) and it's an easy read and is great for beginners

HXED_OwO
Автор

I discovered this channel some time ago. Are you Prof. Stefano? :D

be_smart
Автор

What you think of Understanding Analysis?

McRingil
Автор

Royden was the first good book long time ago, now 4Ed 2009 it's even better....(cap 3... 6 are a must) But still maybe a bit Repetitive and some theorems given as exercises whiteout solutions
Stein it's better sometimes and sometimes not
Rudin it's different and usefull
Folland too very good like Stein more or less and some sections excellents
By the way are all good and maybe the best books
Zygmund dear its out? Was a great book too

antoniomantovani