One Math Book For Every Math Subject
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- Опубліковано 30 вер 2024
- My Courses: www.freemathvi... || We go over one math book for every single math subject. Below are the list of math subjects covered in this video in the order that they appear in the video.
**************MATH BY SUBJECT****************
Beginning and Intermediate Algebra: amzn.to/3Lv705J
College Algebra: amzn.to/3EK6jBJ
Trigonometry: amzn.to/45YYZy6
Precalculus: amzn.to/3EIHgPs
Calculus: amzn.to/3ENYvPa
Proof Writing: amzn.to/3t4Estl
Logic: amzn.to/3ZrTOnQ
Number Theory: amzn.to/3sXULYR
Abstract Algebra: amzn.to/3rkURcE
Probability: amzn.to/3EMQRET
Graph Theory: amzn.to/3ENfUro
Discrete Mathematics: amzn.to/3RLBx3d
Linear Algebra: amzn.to/3RtY2JD
Statistics: amzn.to/46amTq2
Complex Variables: amzn.to/3sZfV90
Numerical Analysis: amzn.to/3rptGxh
Geometry: amzn.to/46hmi5L
Real Analysis/Advanced Calculus: amzn.to/48hxTE1
Topology: amzn.to/3ruBRZ7
Algebraic Topology: amzn.to/48krOXk
Differential Equations: amzn.to/3LveDZS
Partial Differential Equations: amzn.to/3t6aTru
Mathematical Statistics: amzn.to/3sXVDN7
Functional Analysis: amzn.to/45U4rlI
Galois Theory: amzn.to/3EM1xnb
Fourier Series: amzn.to/3t3m8Rv
Differential Geometry: amzn.to/3reK6sq
Graduate Level Analysis: amzn.to/3rnaMHj
Stochastic Processes: amzn.to/3EIie2Z
Ring Theory: amzn.to/3Rsh2YS
Several Complex Variables: amzn.to/3LwS337
General Mathematics: amzn.to/46e7qFk
Ramanujan's Book: amzn.to/3EKSa79
Useful Math Supplies amzn.to/3Y5TGcv
My Recording Gear amzn.to/3BFvcxp
(these are my affiliate links)
**********Math, Physics, and Computer Science Books**********
Epic Math Book List amzn.to/3F98vT1
Pre-algebra, Algebra, and Geometry amzn.to/3FdbwSn
College Algebra, Precalculus, and Trigonometry amzn.to/3UKjvfb
Probability and Statistics amzn.to/3FaaxCq
Discrete Mathematics amzn.to/3P6jPE4
Proof Writing amzn.to/3XXukxo
Calculus amzn.to/3iEH3F3
Differential Equations Books amzn.to/3Fac5wi
Partial Differential Equations Books amzn.to/3uyk1SV
Linear Algebra amzn.to/3VHiN3G
Abstract Algebra Books amzn.to/3FzLZEr
Real Analysis/Advanced Calculus amzn.to/3VIO4Ua
Complex Analysis amzn.to/3P6kbuo
Number Theory amzn.to/3UEm3vw
Graph Theory amzn.to/3BfRd5m
Topology amzn.to/3BiAGhe
Graduate Level Books amzn.to/3uv1eIg
Computer Science amzn.to/3Hh8kaU
Physics amzn.to/3BhPCMp
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Look at those guns! 🧠 & 💪🏽 are essential!
I noticed those too😉
Math is essential for working out!
Brains and gains
@@marytredinnick3366Must be from carrying all those math books.
He's gonna cut his hair one day and grow a beard while eating math textbooks for breakfast! ❤😂🔥🫡 epic
You were my professor for differential equations a couple years back, I am now in my final semester for Electrical Engineering. With out a doubt you were by far my favorite and best professor iv had for my entire degree. Thank you
Hey! I'm an electrical engineering student as well, but this is my first semester. I'm tryna keep up with all the mathematics we've got to study and, yk... You went through the same thing. I just have a question: what would it be a piece of advise you'd give a random guy that's studying your same career?
I'd appreciate any answer, mate.
@@tomasvelandia6507 I'm also an EE senior and my best advice would be to join an engineering design project/club or research project as soon as possible so you can get some hands-on experience. This will set you up to get internships, make connections, and it will also help you determine if EE (or engineering in general) is really right for you
@@tomasvelandia6507 Been terrible at math my entire life, graduated with my BSEE last year. Use all the resources you can, write "notes" in your notes on what the relationships are and why you are doing the calculations. I'm going to assume you're in the calc series right now. The hardest part about calculus wasn't even the concepts, it was remembering all the algebraic rules which stopped me from focusing on the calculus. The homework problems 1-5 are always the concept questions! Do not take these lightly, they're simple but they really drive home the point of the entire chapter, the rest is just moving numbers around...it will always start off like an example you have seen in class and once you start thinking it gets hard, there is always some trick to either factor out a number or use some trigonometric substitution due to equivalence (VERY COMMON IN CALC 2 /3 ) then it simplifies back to an example problem. Best of luck
@@tomasvelandia6507I graduated with chemical engineering 4 years ago, I’d say get close with your junior/senior year professors, attend program events to network and teach yourself the section before they do it in class
@@tomasvelandia6507 work your ass off in your signals and systems class. Signals are used in a lot of (pretty much all) courses later in your degree
0:00 [Intro]
3:07 Beginning & Intermediate Algebra
4:23 College Algebra
5:20 Trigonometry
6:43 Precalculus
9:32 Calculus
11:31 Proof Writing
13:51 Logic
15:06 Number Theory
16:24 Abstract Algebra
18:39 Probability
20:09 Graph Theory
21:16 Linear Algebra
22:50 Statistics
24:05 Complex Analysis
25:49 Numerical Analysis
26:41 Geometry
27:29 Real Analysis
28:54 Topology
30:30 Algebraic Topology
31:13 Differential Equations
32:11 Partial Differential Equations
32:56 Mathematical Statistics
34:19 Functional Analysis
35:17 Galois Theory
36:00 Fourier Series
36:54 Differential Geometry
38:06 Real Analysis (Graduate)
39:04 Stochastic Processes
40:12 Ring Theory
41:21 Functions of Several Complex Variables
42:30 Basic Mathematics
44:01 Miscellaneous
46:12 [Outro]
Thanks you so much, i was going to do the same comment
What a hero. I was really hoping somebody posted a list like this cause I'm only interested in a couple of subjects :D
Good afternoon, pls can you tell me which one(beginner friendly) will do for MST224 :Mathematical methods
For pnc, log sets relation f(x)?
I am missing algebraic geometry.
It's really nice to see a jacked dude teaching math. It always seems like all the geniuses I see out there don't exercise. Bravo Math Sorcerer!
Not gonna lie, I clicked because I saw a dude capable of overhead pressing 35 kg
Nothing wrong with my fellow stickmen, but I'm definitely around for some powerlifting lectures
Yeah because gaining big muscles is easy because all you have to do is the same basic repetitions over or an over and over learning. Math is something that is very difficult to do and may actually be genetically limited or innate @@SouthernFriedPapist
a true genius is a master of the mind and also the body.
It's either physical health or a nice hair cut. You don't get both.
@@lv1543just making shit up
Never underestimate a man who has three or more books on abstract algebra.👍💪
I've 29 books, especially on abstract algebra.J Gallian is good enough,But my favourite one is T.W Hungerford.
@@math_is_the_language_of_god Doing PhD on Algebra or a book collector? I believe 2-3 generic picks suffices, most of the rest is reading papers.
@@kartikpandey8739probably a collector, but can you blame them?😤
Got any math books that are fiction?
@@bryanbryan2968Alice in Wonderland
This guy somehow manages to look like Einstein, Jeff Bezos and Vin Diesel at the same time
You are going to have to change the name of the channel soon. You are getting too ripped for a sorcerer, maybe math paladin or barbarian? 😮
I discovered you due to your Spanish channel, as I'm from Spain. I really appreciate your effort, because I'm a student of the first year of the equivalent to bachelor degree with major in mathematics and minor in statistics and I'm struggling to study on my own on my home. I have discovered that books are a really enjoyable and efficient way of learning, thing I didn't even consider during secondary school. Thank you so much!!!
WUT He has a Spanish channel? Must check ASAP Because yo soy de Argentina y la verdad que estudiar matemáticas en ingles no es tan difícil pero me parece mejor idea hacerlo en español!
Same here man
@@dethskullcrusher How ya doin mate
He has a spanish channel! Would you please provide me with the link?
Day 3 of asking for a Math Sorcerer workout video
🔥🔥🔥🔥
"the integral of the bicep curl motion on this exercise is...." or "the topography of your muscle strain on this movement is crucial for..."
Nice video!
I am reminded of back when I took differential equations. (This was long before the internet.) I forget the text that we used (it wasn't Boyce and DiPrima). Anyway, at one point the author casually mentioned the "well-known gamma function." Well, I did not know it. So I went to library to read up on the well-known gamma function. I must have ransacked a half-dozen books to find the well-known gamma function, but every single one of them did not discuss the well-known gamma function. Instead, without any explanation, each book referred to the well-known gamma function as "the well-known gamma function."
I think that was the start of my insanity.
I think it's great when mathematicians have good muscles, good job man. I think professors hate that, because they refuse to lift weights.
Base buff leibniz
Since people look at the comments a lot, I guess I'll share two books that I recommend: Introduction to Smooth Manifolds by John M. Lee and An Introduction to Differentiable Manifolds and Riemannian Geometry by Boothby.
I recommend both of these simply because they're *actually good introductory differential geometry books,* which are surprisingly uncommon (Math Sorcerer also talked about one in the video). John M. Lee wrote three books about manifolds, and the first one is a book on Topological Manifolds (which works great as a prerequisite to either of these books, I think)
:3
First time i saw computer in 1989, my father told me “if you want be master of computer, you should be very good in mathematics”, and my journey start.
I like to imagine math sorcerer llifting all his books for workout and reading some of them at the same time. Absolute chad
You look like Thunderf00t with a gym membership.
If you were born before newton, I think you woulda discovered calculus
I like "Mathematical Methods for Physicists" by Arfken and Weber. It covers a lot of ground and is good for physicists and engineers. Probably not very good as a first course in most subjects, but it doesn't skip on important proofs and concepts, and as a refresher, it is perfectly adequate.
Brother, the best book for beginners in group theory ...... P. S. ALEXANDROFF an Introduction to the THEORY of GROUPS
You forgot Algebraic Geometry 😢 I was hoping for that
Lifting books builds up brains and muscle :D
That’s the same calculus book we used for my engineering calculus course during undergrad! I actually thought it was a solid book
nice!!!
@@TheMathSorcererSir, where can I send you email?
The secret of a good book:
1. A cover
2. Tons of examples
3. Bro's explanation
4. How thick is it for your biceps
5. Exercises / Answers
6. It smells good
🤟
My anxiety kicked up when you opened the first page of the first book so...
For Gamelin & Greene, basic analysis is a must. Both authors have a background in complex analysis, so there is a heavy emphasis on metric spaces (1/4 of the book).
Gaht dam this wizard has Strength as his spellcasting ability score. Keep on educating us math goblins oh brawny scholar of incalculable sorceries🎉
My friend vance passed calculus 1 thanks to your lectures! he appreciates you so much!🎉🎉🎉
Looking at the thumbnail, I was wondering whether the person was real or in the cosplay of Bach. I bet he was the latter and I lost.
? Projective geometry? Abstract algebra? Numerical analysis? Special functions? Tensor and vector analysis? Lie groups and Lie algebras? Formal ordinary differential equations? Functional analysis? Calculus of variations? Stochastic processes?
As a human with an undergrad degree and two MS in chemistry, I cannot fathom how more Americans aren’t becoming more intelligent, nuanced, and capable due to UA-cam.
I once had this math professor who was super jacked that you remind me of
Did you got these muscles by lifting math books?
how old is he look at these guns and white hair
When you pick wizard but put all your points in strength.
In the order which you did, are you saying with algebra alone we can work through trigonometry, and precalculus without geometry?
"My most advanced math books" video would be also great :)
Great idea!
I wonder why the books cost so much? It's extremely easy for us to make simple things like books, and reprint now days. Why do we charge a fortunate for knowledge when we're wanting everyone to catch up?
Same can be said with college or other courses that may cost money. It's weird to me we're putting students in to debts rather than sending them with clean slates to work with.
It's easy to solve the problem of clearing a debt.. just pay it off. Job = $, bank = savings, I = interest, and when investing E = Equity. You could own some equity, and sell off equity, and while having your money saved in investments those investments can build interest.
So, I doubt they wanted us to have debts to learn how to pay them off. (The answer sounds like greed), but there is likely more to this hopefully.
Sir, I just came by to let you know that your arms are growing in geometric progression.
I struggled with mathematics in high school but I think mainly because I couldn't get my questions answered. Might be a good idea to pick up some of these books. Much thanks for the knowledge.
You are, without a doubt, engaged in your true passion. But could you do it without the tank-tops? A bit too much the "mad scientist" look for me. Keep up the good work! :)
Einstein+Hippy= Remix, what a orginal Man : ). Respect for you apparition Artist Math : ). Regards from Poland. I love only in Math=Geometric, nothing else.
The geometry book isn't Regular Polytopes by H. S. M. Coxeter? It's the geometry bible!
Unrelated to the video, but i'll say it anyway: Watching your older videos vs. watching new ones has really inspired me to go to the gym aswell. I've been going for 2 weeks now and it feels really good. You look awesome by the way, seriously. Keep up the grind my friend, I respect you.
Great video as always.
My man's hair just screams math
Looks like someone pulled him out of an 18th-century aristocratic French party!
I wish they let mathematicians run the world 🌎
Math "sorcerer"? I think you should change the name of the channel into Math "Warrior" man, look at your arms XD
didn't think bro was so damn ripped
Loving these new videos! Keep it coming, thanks for the good content! 🇮🇹
I think you forgot algebraic geometry! The geometry book seems to go a bit in that direction, but really only focused on the geometry part.
What drives you to offer free content for the world?
We are indebted.
Estás muy fuerte 😮
Aaaa la verga. Tenia mucho sin verte y te pusiste mamadisimo😮
What about doing math in a forest, or botanical garden, it would change the scenery for a change. Just a thought.
Ain't gonna lie. The thumbnail looks like you have bodies hidden in your cellar.
Biceps and math, what else do you want? 💪
Damn, ripped math teacher let’s go
Mathbro flexing the developed delts in thumbnail. Haven’t seen the video yet but keep up the gains mathbro
I honestly think you're no longer a pure sorcerer and straight up speccing into the barbarian class.
bro that's not The Math Sorcerer, that's The Tren Protein powder Magician
he is JEFF BEZOS!!!!!!, Look carefully! 😬
I actually happened to just recently get Pedoe's Geometry. It's definitely a lot higher level than I had anticipated lol.
And what you were saying about Complex Analysis has me excited to take it (hopefully next semester). Sounds like a cool course!
That author has an unfortunate name
@@mehmetofantalia 😂😂
Can you give me the equation that explains the nature of those biceps brother?
Great recommendations. Some of these helped me a lot.
In addition, I'd probably recommend Strang's 'Linear Algebra' for his lucid explanations. For analysis, IMO the best intro was Bryant's 'Yet Another Introduction to Analysis' (it's written at a level that most high school students can understand it).
Both excellent books!!!!!!
The sorcerer's magnum opus !
A magical math book for every math subject ...
Sincere thanks !
The ramanujam book seems to be the one book to rule them all and the one book to bind them ... though it simply just doesn't seem that way (except to someone like ramanujam, perhaps) !
Damn, I had no idea my favourite math teacher was jacked all this time!
Another great book: An Invitation to Algebraic Geometry by Smith. Algebraic Geometry has a reputation for being very abstract but this book is really accessible to upper level undergraduate students in case anyone was looking for something like that
I always thought the Schuams Guides were an organized attempt to cover the landscape of maths in a series of books
What about the Princeton Companion to Mathemetics ?
I have purchased several illustrated guides to various fields of maths - helps conceptual grokking
I like your recommendations (and used some of them in undergraduate/graduate study in mathematics). Two books I would add are "Numerical Linear Algebra" by Trefethen and "Partial Differential Equations" by Lawrence Evans. I studied numerical analysis (and completed my dissertation in numerical partial differential equations). For younger students - this is an excellent area to study (alongside material in machine learning).
I see the sorceror has superior GUNS! How often do you exercise sir?
I'm going bankrupt with all these books but who cares knowledge comes first, just kidding, thanks Math Sorcerer as always.
You look kind of like Beethoven..Has anyone said that to you yet ? I think it was your cool hair. Just found your site. A Beethoven math teacher will be just perfect Lol..🖒 God might be telling me to take piano if this doesn't work out at 70. 🤔 I really love your book collection !!! Really Good selections you have shown to help us. They made me curious enough, to be interested in lessons.
Hmm, not sure, maybe:) THANK YOU!!
We have Jeff Bezos at home....
If you read all those books like him you'll have the same hairdo
Yessss, Kreyszig is so good for functional analysis! There's another edition out there with a brown cover that's ~700 pages, which contains more exercises, too. I'd also shoutout Bartle & Sherbert as another great undergrad Real Analysis text, and Royden & Fitzpatrick on the graduate side.
What's the density function for those biceps bro?
Hello, guys Iam from germany and my englisch is not very good. Do you know how I can find good math books in german? Or the books in the videos in german? It would really help me
Thank you!
If peopl are looking for an easier-going book on graph theory, check out The Fascinating World Of Graph Theory by Benjamin, Chartland, Zhang. It's not a textbook as such - I don't think anyone uses it to teach - but it does include proofs for most theorems, so you know it takes the subject seriously.
Finally !!! Another video about math books !! ❤
This is a great resource, and I think it is cool that you included the book that Ramanujan taught himself math with! Thanks for sharing all of this! I would like to point out the obvious. Most mortals are not Ramanujan. He was extraordinary! 😉
Hi Teacher. What about financial mathematics books? What do you recommend?
He looks like Vivaldi
We're using math methods by Boas for our math "boot camp" physics class. You should check it out: it re-introduces series, complex numbers, linear algebra...etc. Anything that a physics major would need. Its free online.
This is the sort of content that redeems UA-cam and its many sins, without even realising it. Kudos.
This dude's arms get bigger by the day.
Dover books on math are real treasures. Affordable, usually easy to read, and comprehensive.
Yes I love Dover books!
Math Sorcerer" "Hey, why don't I make a math video now; too bad all my shirts are dirty and in the hamper, oh well."
ROFL
16:20 i love how you can see a single line and it blows your mind
yoooo you are jacked?????!!
Wow. Thank you!!! I will recommend these books to my children.
🎯 Key Takeaways for quick navigation:
00:28 📚 *A comprehensive collection of math books covering various subjects from geometry to algebraic topology is available, with resources organized by subject in the video description.*
03:18 📕 *"Beginning and Intermediate Algebra 5th edition" by Elaine Martin Gay is recommended for those starting with basic mathematics, offering thorough coverage and examples for beginners.*
04:28 📘 *"College Algebra Essentials" is a highly recommended textbook for college algebra courses, featuring comprehensive coverage and suitable for self-study.*
05:34 📗 *"Fundamentals of Trigonometry" by Swokowski is suggested for those focusing solely on trigonometry, offering in-depth coverage of the subject.*
06:59 📙 *"Pre-Calculus Mathematics for Calculus" by Stewart, Redlin, and Watson covers pre-calculus topics extensively, serving as a preparation for calculus courses with modern layout and plenty of exercises.*
09:43 📔 *"Thomas Calculus Early Transcendentals 13th edition" by George B. Thomas Jr. is a standard textbook for calculus courses, featuring comprehensive coverage suitable for calculus 1, 2, and 3.*
11:35 📗 *"How to Prove It: A Structured Approach" by Daniel Velleman is recommended for learning proof writing, providing multiple explanations and suitable for self-study.*
13:57 📙 *"First-Order Mathematical Logic" by Angelo Margaris is a comprehensive book focusing on mathematical logic, suitable for those interested in studying logic extensively.*
15:07 📔 *"Elementary Number Theory" is recommended for math majors interested in number theory, covering fundamental concepts and offering a good entry point into the subject.*
16:32 📘 *"Contemporary Abstract Algebra" by Joseph A. Gallian is widely available and recommended for abstract algebra studies, featuring numerous examples and exercises for self-study.*
18:31 📚 *Introduction to Probability by Feller is recommended for beginners in probability due to its clarity, affordability, and comprehensive coverage.*
20:20 💡 *Graph Theory by Ronald Gould is a challenging subject often encountered in computer science or discrete mathematics courses.*
21:30 💻 *Larson and Edwards' Linear Algebra offers a modern, beginner-friendly approach with ample exercises and answers for self-study.*
23:08 📊 *Statistics by Weiss provides a solid introduction to the concepts of statistics, focusing on computational methods and explanations.*
24:17 🎨 *Fundamentals of Complex Analysis with Applications to Engineering and Science by Saff and Snider is recommended for its depth and quality exercises.*
25:55 🧮 *First Course in Numerical Analysis by Ralston and Rabinowitz is a highly rated, comprehensive resource suitable for self-study.*
26:50 📐 *Geometry: A Comprehensive Course by Pedoe is an advanced text suitable for undergraduate or graduate students seeking a deep understanding of geometry.*
27:44 📖 *Elementary Analysis: The Theory of Calculus by Ross offers a gentle introduction to real analysis with clear explanations and detailed proofs.*
28:55 🌐 *Introduction to Topology by Gamelin and Greene is recommended for its clear explanations and rare inclusion of answers to every problem.*
30:18 🧠 *Algebraic Topology by Munkres is a graduate-level resource requiring a strong mathematical background in topology and proof writing.*
31:29 🔍 *Differential Equations by Nagle, Saff, and Snider is a standard text covering both ordinary and partial differential equations with clear examples and answers.*
32:25 🔄 *Partial Differential Equations by Strauss is recommended for its accessibility and comprehensive coverage, suitable for students with a background in differential equations.*
33:05 📈 *Mathematical Statistics with Applications by Wackerly, Mendenhall, and Scheaffer is a comprehensive resource covering advanced topics in mathematical statistics with calculus prerequisites.*
34:30 🛋️ *Functional Analysis by Kreyszig is considered one of the easiest books on the subject, suitable for students with a strong background in proof writing and advanced calculus.*
35:25 📚 *Algebraic Number Theory by Garling provides a focused study on Galois Theory, recommended as a follow-up to introductory abstract algebra courses.*
36:06 🔢 *Fourier Series by Tolstov is a classic text covering the topic with answers provided for many exercises, suitable for students with an interest in the subject.*
37:18 📚 *The book discussed is "Foundations of Modern Analysis" by Friedman, which offers a blend of modern and classical approaches to differential geometry of surfaces.*
38:02 🎓 *Differential geometry might not be a standard course in math degrees, making books like "Foundations of Modern Analysis" valuable resources for advanced mathematics.*
39:10 💡 *"Introduction to Stochastic Processes" by Sheldon Ross is recommended for studying stochastic processes, offering detailed problem solutions.*
40:17 📖 *"Theory of Rings" by McCoy provides accessible explanations and fundamental properties of rings, suitable for introductory understanding.*
41:26 🧠 *"Methods of the Theory of Functions of Several Complex Variables" by Vladimirov covers specialized topics not commonly taught, making it an intriguing choice for advanced mathematics.*
42:38 🌟 *"Basic Mathematics" by Serge Lang offers a unique approach to various math topics, making it engaging and challenging despite its higher price point.*
44:13 🌌 *Ramanujan used an old-school book like "Theory of Equations" to teach himself mathematics, showcasing the power of determination and self-study in achieving greatness.*
Made with HARPA AI
jeff bezos twin trying so hard to look dif
do you have a book on statics for engineers by any chance😓, need to brush up
WTF the biceps on Gandalf
Just saying, dover doesn't just reprint but they also published originals as hardcover in their early times. I've got a bunch of dover hardcovers and keep on collecting them since they are as rare as MIR books if not even rarer
He got the muscles from lifting math books. I thought of this channel trying to read a book about mobius strips.
The Buff Sorcerer
I'm shocked at how no kind of advanced number theory seems to be part of standard curriculum in a lot of places... I've had an analytic number theory, as well as an algebraic number theory class after taking abstract algebra and I can definitely say that algebraic number theory is one of the most beautiful applications of ring theory out there and generally just very enlightening.
Ok I got it, math is good and hitting the gym.
where are the Michael Spivak classics??