GILBERT STRANG, YOU ARE A GIFT FROM THE HEAVENS!!!!!!!!!!!!!!!!!! I HAD NOT UNDERSTOOD ANY LINEAR ALGEBRA WITH MY LECTURER AND YOU ARE NOW SAVING MY LIFE!!! YOU ARE B E A U T I F U L , thanks for changing my life 😩😩😩😩
It's a treat to the brain. He is explaining like a person does not know anything about the topic but still can go through the lecture. Hats off to the professor here.
All math and engineering majors should be required to learn Linear Algebra from Dr. Strang. His lectures are beautiful, crystal clear, and emphasize the big ideas of the subject, and how they connect to one another.
First video in the series Dr. Strang did not start with "Okay!". I love the work he has done and his effort to provide quality teaching to the world! Thank you!
A beautiful lecture! For the first time I understand basic terminology of Linear Algebra! Phew! There's a special place in heaven for you. There's a reason why MIT is MIT
I am glad people like me who did not get into MIT can take MIT courses. All the videos I saw from MIT are very clear, easy to follow, and well-structured! amazing
This lecture series shows vast improvement over previous eras; its total lack of fluff, jokes, anecdotes, it's just non-stop content in a nice little 13 minute package. I'm reviewing in the background, it's a great refresher even if oriented towards new students.
It is amazing how Professor Gilbert Strang manages to explain such an abstract mathematical topic with so much detail, yet making it easy to understand. He has all the qualities of a good teacher.
Gilbert Strang, the author of Introduction to Linear Algebra, explains this concept better in 13 minutes than all of my other professors can in 3+ hours
You are a life saver, huge respect for the way you teach. Finally I understood all of the concepts after struggling for about one year. Hatsoff. Thankyou so much Sir
First 2 minutes of the video are more than sufficient to kick off any vector space problem you'll ever face in exams. Thanks for preserving quality education, I am really fed up with brainless professors these days trying to print formulas in brain. Thanks MIT and IIT for preserving quality education
Am reviewing LA and have not done it in over 20 years. This first lecture of Dr.S, as many have commented, is very clear and simple. Thank you Dr. S DVD:)
professor like Dr strang produces brilliant student , and the student are the reputation of the university . 20 lecture of my professor= 13 min lecture of Dr strang .
Oh god, I paid $6000 for a Maths course in uni and barely understand teacher talking about, and it turns out free TH-cam video helped me understand every single concept. Imao
He called one of the vectors a loser. Thumbs up for this video. Also, Strang is great because he keeps simple. KISS is too long and he knew this. It's KS, and the K is only there for clarity.
WOW, he really made it more easier for me to understand and his really good! I like how he explain the concepts and meaning of those terms first before teaching about it.
i finally understood after just 13 minutes of his lecture compared to the 1.5 hours rewatching my uni's lectures and trying to figure out what a basis is. Thankyouthankyouthankyouthankyou
Thank you so much . Have been trying to understand this concept but haven't found a right source which emphasizes on the practicality of the content rather than a textbook definition until this elegant lecture.
Lemma if f: A -. B is an affine map then the map L,: A-a -. B-f(a) defined by 4(x) = f(x+a) -f(a) is a linear map. The map f is obtained from Lo by the previous construction.
Hi, I would like to thank this gentleman for the idea of the dimension presented. It will help me better understand the definitions of Linear Algebra books.
Excellent explanation with full understanding......and i think i can now clear this topic with a little bit of example solvings....never found such a good explaning teacher than sir. Dr. Strang
beautiful explaination bringing key concepts together, adding visuals and bringing them to life! This is one of the greatest explanations I have heard in my education thus far.
What a pleasure it would've been to study mathematics under Dr. Strang, and physics under Dr. Feynman. Two luminaries who cut through the jargon and teach.
Thank you sir, you really helped me. This video is soo understandable. You explain everything soo well. This is full of information and short at the same time
Basis is a bunch of vectors and dimension is how many vectors. In a single sentence, he sums up what wasn't made clear in so many other lessons and videos and lectures.
I am certainly glad to see a professor who teaches from his brain, not reading from power point slides. This is refreshing.
lol I'm about to say that
It most certainly is! It's so captivating as well.
Wow, the first 2 minutes of this lecture explain the topics better than 1.5 hours listening to my current teachers.
True)
I so agree, wow
you weren't paying attention in the class, let's be real
@@HK-sw3vi No my teacher just has a VERY heavy accent and he wasn't on rate my professor so I went in blind.
In which college u r ??
GILBERT STRANG, YOU ARE A GIFT FROM THE HEAVENS!!!!!!!!!!!!!!!!!! I HAD NOT UNDERSTOOD ANY LINEAR ALGEBRA WITH MY LECTURER AND YOU ARE NOW SAVING MY LIFE!!! YOU ARE B E A U T I F U L , thanks for changing my life 😩😩😩😩
It's a treat to the brain. He is explaining like a person does not know anything about the topic but still can go through the lecture. Hats off to the professor here.
All math and engineering majors should be required to learn Linear Algebra from Dr. Strang. His lectures are beautiful, crystal clear, and emphasize the big ideas of the subject, and how they connect to one another.
Arlo
I wouldn’t say crystal clear in my opinion.
@@lucasm4299 compared to my professor, clearer than crystal XD ... My professor shouldnt be allowed teach
@@mikem9270 I agree. My professor couldn't explain what Dependent and Independent vectors are properly and every student in the class lost their shit.
@@lucasm4299 Wdym lmao he was super clear. I watched so many vids never understood it until I learnt it from this guy
Man... Wish my linear Algebra classes were as half as good as this one...
This is simply beautiful.
same bro
This dude wrote the text book im referring for linear algebra! His lectures are as amazing as his book!
mustard seed
Yup and most importantly it talks abt. the APPLICATIONS which is more important.
mustard seed
But sadly I have the book in PDF format..
Can you email me the pdf or direct me to it
What is the name of his book please!
I WANT HIS BOOK! Expensive though, you can't get it free, right?
First video in the series Dr. Strang did not start with "Okay!". I love the work he has done and his effort to provide quality teaching to the world! Thank you!
A beautiful lecture! For the first time I understand basic terminology of Linear Algebra! Phew! There's a special place in heaven for you. There's a reason why MIT is MIT
I am glad people like me who did not get into MIT can take MIT courses. All the videos I saw from MIT are very clear, easy to follow, and well-structured! amazing
1,0,0 is a better A3... then.. that loser, that 6,3,5.
LOL he's halarious.
1,0,0 What the heck!
*than*
He’s an American professor :)
This lecture series shows vast improvement over previous eras; its total lack of fluff, jokes, anecdotes, it's just non-stop content in a nice little 13 minute package. I'm reviewing in the background, it's a great refresher even if oriented towards new students.
It is amazing how Professor Gilbert Strang manages to explain such an abstract mathematical topic with so much detail, yet making it easy to understand. He has all the qualities of a good teacher.
Gilbert Strang, the author of Introduction to Linear Algebra, explains this concept better in 13 minutes than all of my other professors can in 3+ hours
You are a life saver, huge respect for the way you teach. Finally I understood all of the concepts after struggling for about one year. Hatsoff. Thankyou so much Sir
First 2 minutes of the video are more than sufficient to kick off any vector space problem you'll ever face in exams. Thanks for preserving quality education, I am really fed up with brainless professors these days trying to print formulas in brain. Thanks MIT and IIT for preserving quality education
Thank the lord for this man. My teacher can't teach in a way that makes sense for his students, but Dr. Strang made it all make sense.
The best professor I've ever seen. There is the MIT!
Am reviewing LA and have not done it in over 20 years. This first lecture of Dr.S, as many have commented, is very clear and simple. Thank you Dr. S DVD:)
Thanks to Dr Strang, I can now visualize what does all concepts represent. The things are very clear right now.
You are amazing sir... Education is all about transferring your intuition to others... You always great in that.
professor like Dr strang produces brilliant student , and the student are the reputation of the university . 20 lecture of my professor= 13 min lecture of Dr strang .
My deepest respect to Professor Strang. Respect to his perennial enthusiasm, and all those years he had devoted to his field.
this is the best lecture so far
such an awesome guy! That's how math should be taught! You can never get bored while hearing Dr Strang's lectures..
One like is certainly not enough for your enthusiasm and dedication Prof. Strang.
Oh god, I paid $6000 for a Maths course in uni and barely understand teacher talking about, and it turns out free TH-cam video helped me understand every single concept. Imao
Been wracking my brain for two days..listened to one line of his explanation and I got all the clarity in the world.
you are a legend, this is so much more clear than any other explanations ive seen
You're the best, professor. I am studying from the 18.06 in spring 2010 and you explain everything very clear. Thank you!
God what a godsend .. been trying to get these simple concepts for so long and finally one video did it!
He called one of the vectors a loser. Thumbs up for this video. Also, Strang is great because he keeps simple. KISS is too long and he knew this. It's KS, and the K is only there for clarity.
Subspace: không gian con
Basis: cơ sở của vectơ
Column: cột
Dimension: số chiều
I love you prof Strang!
Every time I watch Strang's videos everything makes so much sense and I wonder why I hate Linear Algebra so much.
Prof Strang, you are now deeply thanked by a man living far far away from the USA. God bless you, God bless MIT, and God bless America!
Now the idea is crystal clear in my mind. It has taken more than 5 years for me to get this and it happened in just 13 minutes. Thank you. Thank you.
These topics are important in linear algebra. DR. Strang explains these topics very well in the video.
This is best explaination i have listen for basis, dimension and subspace. It explains everything with connecting one idea to another.
Bmte 141?
I came from the lecs of linear algebra of 2005 , and i see how him grew up, omg, he is the best!!! i wish i has professors like him.
Professor Strang is a genius math teacher!! This is how math should be taught.
Amazingly explained, I've been trying to figure out this stuff for so long and you explained it beautifully
WOW, he really made it more easier for me to understand and his really good! I like how he explain the concepts and meaning of those terms first before teaching about it.
i finally understood after just 13 minutes of his lecture compared to the 1.5 hours rewatching my uni's lectures and trying to figure out what a basis is. Thankyouthankyouthankyouthankyou
This was so simply explained that I'm in tears. THANK YOUUUU!!! ♥♥♥
9:55 dimension = # of basis vectors for the subspace
god i love this guy. hes so chill bro.
Explained everything perfectly. Damn
Thank you so much . Have been trying to understand this concept but haven't found a right source which emphasizes on the practicality of the content rather than a textbook definition until this elegant lecture.
This video provided me with a very Strang introduction to the concepts. Thank you.
Lemma if f: A -. B is an affine map then the map L,: A-a -. B-f(a) defined by
4(x) = f(x+a) -f(a)
is a linear map. The map f is obtained from Lo by the previous construction.
Thank you professor.. Now i have finally understood something that has been puzzling me for a week..
5 sections of gibberish laid out in 13 totally crystal clear minuets. good lord this is magic
Wow!I have never seen such like lecturer....amazing, brilliant for sure!!
Thank you MIT OCW and Dr. Strang!
Hi, I would like to thank this gentleman for the idea of the dimension presented. It will help me better understand the definitions of Linear Algebra books.
So good to hear and learn from u sir,
Clear my fundamental about dimensions and basis very well. Yup better than hours of class 🤟🏻
Excellent explanation with full understanding......and i think i can now clear this topic with a little bit of example solvings....never found such a good explaning teacher than sir. Dr. Strang
you're the man Gilbert Strang.
beautiful explaination bringing key concepts together, adding visuals and bringing them to life! This is one of the greatest explanations I have heard in my education thus far.
you deserve the whole respect Prof I would like to thank you so much .
I read the book, then I come to Strang's lectures and I am always all like "oh wtf, yeah it makes sense now"
Best teacher i've come across thankyou so much for saving us 😭
explained very well. wish he is my professor! thank you!
He is your professor. Aren't you studying from him? If yes, then he is :)
What a pleasure it would've been to study mathematics under Dr. Strang, and physics under Dr. Feynman. Two luminaries who cut through the jargon and teach.
Thank you sir, you really helped me. This video is soo understandable. You explain everything soo well. This is full of information and short at the same time
You're an angel sent from heaven! Thank you so much for these wonderful videos!!!
4:30: Professor Strang was brutal on a3 😂
Basis is a bunch of vectors and dimension is how many vectors.
In a single sentence, he sums up what wasn't made clear in so many other lessons and videos and lectures.
thank you! Dr. Strang. You invoke my interest in math as a math student!
Wow! What a brilliant explanation. Living legend❤
This man is such a treasure! Great lecture
This guy CAN TEACH!
This video cleared all the ambiguities of mine related to these terms a big thanks to Sir....
Subspace explained beautifully at @8:00
This guy is great
not like that 6 3 5 that guy is a loser
Make some more videos like this because there is no good education in my institution
We thank you for sharing such informative video with us
2020 and you are still good proff
It's Amazing sir,
“That loser 6, 3, 5” 😂 Strang is an exceptionally gifted lecturer And an absolute straight-faced blast. LOL
omfg i love this guy and his explanations actually make sense!
Bruh what a G. He made it super easy. Thanks, profe
I love you sir!!! you are a healer!
ive never had it explained so well like this, thanks
god bless you sir, i havent understood this this shit for 3 months till i found this video!
Damn that's in MIT, this was gold
Thank you so much for sharing these lectures-- You've helped me so much!! Pure love!!
His voice makes learning Linear Algebra fun
You're a Legend Madala
Thank you so much
I wanna hug this man
10:10 explained Dimensions for me so much better than the textbook.
This guy is the real MVP
Finally got the idea of basis right. Thanks, Prof Strang!
this is a man of the people....congrats
Good video, thank you. I find this stuff really confusing and this really cleared things up
thank you very much for all your teachings!!! much love from Brazil!
A true math hero.
Thanks for explaining this. I get the idea in first 2 minnutes.
It's really a service to humanity.
God bless this guy
Simply amazing. Simple and amazing.
What a great professor.......... Man
Gilbert you are a lifesaver much love!