Where is Euler dude. Its disrespectful to omit people like Leonahard Euler, J Fourier, Cantor, Laplace, Lagrange, Liouville and then title your video greatest mathematicians.
Yup - Fourier transforms is the most important algorithms used by mankind. If you are watching this on a computer - then you are running Fourier transforms. L Euler - The greatest of them all... I think we're missing many many other's such as Godel (perhaps he's a philosopher) and Lagrange...
I think same if you look at ancient Egypt, sumerian, ancient India and China you can easily found that all are very good in mathematics and science. Old Babylonian Period (circa 1900-1600 BCE): The evidence of Babylonian knowledge of the Pythagorean theorem comes primarily from clay tablets written in cuneiform script. These tablets contain mathematical problems and their solutions. The most famous tablet is Plimpton 322, which dates to around 1800 BCE. This tablet lists several sets of numbers that satisfy the Pythagorean relationship (a^2 + b^2 = c^2), indicating that the Babylonians were aware of these relationships and could generate Pythagorean triples. Plimpton 322: This clay tablet contains a table of numbers written in base 60 (sexagesimal) that are now understood to be Pythagorean triples. The tablet consists of 15 rows and 4 columns. The first three columns are thought to represent lengths of the sides of right triangles. The fourth column may be an index or another variable related to the entries. Scholars believe the Babylonians used these triples for practical purposes, such as construction and land measurement. Mathematical Techniques: Babylonian mathematics was heavily arithmetic-based. They used algebraic methods to solve geometric problems, and their approach was highly procedural, involving step-by-step instructions. They did not necessarily abstractly formulate mathematical theorems as Greeks later did, but their work clearly shows an understanding of the principles underlying the Pythagorean theorem. While the Babylonians did not leave theoretical proofs in the style of Greek mathematics, their practical knowledge and the mathematical records they left behind provide strong evidence that they understood the Pythagorean relationship well before Pythagoras. This ancient knowledge was likely passed down and influenced later Greek mathematicians. Another example India: Sulba Sutras (circa 800-500 BCE): The Sulba Sutras are a collection of ancient Indian texts that provide guidelines for constructing altars and other structures for Vedic rituals. These texts contain several mathematical principles, including those related to geometry. The most notable Sulba Sutras that reference principles similar to the Pythagorean theorem are the ones attributed to Baudhayana, Apastamba, and Katyayana. Baudhayana Sulba Sutra: The Baudhayana Sulba Sutra, believed to date back to around 800 BCE, explicitly states a version of the Pythagorean theorem. It describes that a rope stretched across the diagonal of a rectangle creates an area equal to the sum of the areas on the sides. A specific passage from the Baudhayana Sulba Sutra (1.12) states: "The diagonal of a rectangle produces by itself the same area as produced by the two sides. Apastamba Sulba Sutra: The Apastamba Sulba Sutra also contains references to geometric principles that include versions of the Pythagorean theorem. It includes methods for constructing right angles and describes properties of triangles and other geometric shapes. Practical Applications: Like the Babylonians, Indian mathematicians applied these geometric principles in practical ways, particularly in the construction of altars and other religious structures. Their work was primarily driven by ritualistic needs but demonstrated a deep understanding of mathematical concepts. Geometric and Algebraic Techniques: The Sulba Sutras use a combination of geometric and algebraic techniques to solve problems related to lengths, areas, and volumes. They provide procedures for creating right angles, doubling the square, and other geometric constructions that rely on the properties of right triangles. The knowledge and use of the Pythagorean theorem by ancient Indian mathematicians show that this geometric principle was independently discovered and applied in different cultures long before Pythagoras's time. The contributions from the Sulba Sutras highlight the sophisticated understanding of geometry in ancient India.
They will never give non Europeans any credit. I mean, the fact that hindu arabic numerals made modern mathematics possible should have placed indian mathematicians like Brahmagupta top of the list.
Came here to say just that...almost. The indians had a rather nice proof prior to Pythagorus. But P. did come up with his own proof as well which has some nice features to it. P. did do a lot of extremely clever things, but wasn't the first to prove the theorem named after him.
@@Tommy_007 no, that's stupid. If you use it then you have discovered it. The theorem was being used by the Ancient Egyptians long before the Greeks became civilised. Just like how the Indian Brahma Gupta used integers or when the Chinese used calculus 2000 years before Newton and Leibniz. Proving and discovering are not the same.
You can't stick Benjamin Banneker among Gauss, Euler and Cauchy just because you need some "diversity." Same with two of the women: Germain was somewhat like Agnesi meaning that most of "her" work was small developments on or rewritings of the work of male authors. Weierstrass' mistress Sophie Kowalevski achieved more and did scholarly mathematics however, it's unclear how much was her own given her proximity to Weierstrass, the most famous and influential mathematician of his time, who supported her career due to her affair with him (behind her husband's back).
Bros missing arguably the greatest mathematician of all time Euler 💀💀💀💀. How are you casually gonna forget about the guy who founded graph theory, made the natural log base or Euler’s number,euler’s identity, and published over 800+ scientific papers in his lifetime
Bro. You included the “prince of mathematics,” but left out the king, literally the greatest mathematician of all time (we all know who I’m talking about). What about Fourier, Lagrange, Cantor, Al-Khwarizmi, Wiles, Lobachevsky, the Bernoulli’s, et cetera.
I really like the video, but it is more of a physics list. People like euler, weierstrass,... Are missing. All the people are crazy smart but mainly physicists
Al Khawarizmi would probably come on the top. He invented Algebra but even the famous word of Algorithm comes from his name. See, when Europe was in Dark Age, the middle East & near Asia were shining with top world knowledge like Chemistry, Physics etc., so how could you publicize Greece then? Without the foundation of Arabic numerals & Algebra, you wouldn't have much Math later.
As usual, we always jump from the era of the Greeks to that of the European renaissance while quickly the word Algebra is mentioned as if algebra was born of itself. Fibonacci had studied at Bougie in Algeria
You could have at least mentioned the fact that Pythagoras was no where near the first person to discover the Pythagorean theorem. That shit was known about for a thousand years before him. Pascal was not the first to formulate "Pascal's" Triangle.
Nice try with your DEI candidate Benjamin Banneker. Not only was he not a mathematician, but he didn't do anything but copy other people's work that you don't give credit for. The mechanical clock was invented sometime in the 1200's.The development of accurate mechanical clocks continued over time, with innovations like pendulum clocks by Christian Huygens in the 17th century, which achieved remarkable accuracy for their time. The almanac is just as old. Its earliest documented use in Latin dates back to 1267, where Roger Bacon used it to describe tables detailing heavenly body movements. So, keep your leftist views out of any presentation of true geniuses.
Modern technology is not possible without Laplace and Fourier. They are the GOATs of signals and systems, which our world operates on at the foundational level. Respek.
I hold a masters degree in math but never heard of some of these people. Banneker ? What exactly is his contribution, besides being black ? Wikipedia: A substantial mythology exaggerating Banneker's accomplishments has developed during the two centuries that have elapsed since his death, becoming a part of African-American culture.
Dude, you just forgot the greatest of them all. You know, the guy that starts with Eu and ends with ler ? I suppose it was to leave some room for not-so important ones, or non-mathematicians.
Whenever Euler is introduced in books, author writes before his name, e.g. Remarkable Swiss mathematician, legendary Mathematician etc. I haven't seen for any other mathematician. List of mathematicians should be started with his name.
Sloppy story telling. Pythagoras didn't discover the theory named after him, and Euclid used much of the work of other mathematicians who came before him in his work.
Like previous commenters said, where is Euler? Plus there are so many more that could have been added yet i guess the video would have been an hour-long yet worth it
Pythagora did not discovered the theorem which is named after him ,he was the first that we know that provided the first full demonstration.the theorem was known for at least 2000 years before him
Great video. I would only add Artur Ávila. He is an outstanding Brazilian mathematician. He made significant contributions to dynamical systems theory, and his work has been recognized with numerous prestigious awards, including the Fields Medal in 2014, which is considered the highest honor in mathematics.
So the video is about European mathematicians! 212 BC then jumping to 1170 AD. The rest of humanity had no math and 985 years no brain in the whole world....
"Greatest mathematicians and their discoveries", but the one dude universally acclaimed as the best mathematician ever is not in there... Not even mentionning others who are also missing... :-( Nice video apart from those 2 (huge) misses though.
I can’t imagine the number of women who were deprived of a chance to contribute to science due to the discrimination system that was used throughout human history against them .
Please learn to prononce Lie in Lie Groups, it down grades an otherwise fine presentation if it's pronounced incorrectly. Especially since Lie groups is central concept.
Pythagoras got it from Egypt, he did not originate the Pythagoras theorem. Greek Mathematics was taken from Egypt. Herodotus and other Greek Historians said they got everything from Africa, Kemet/Egypt.
![Every Mathematician Explained - [Full Video]](/img/n.gif)
Part 2: ua-cam.com/video/21iE2XQ9gAU/v-deo.html
Maybe add "part 1" to title, to avoid confusion?
🧐
f
Where is Euler dude. Its disrespectful to omit people like Leonahard Euler, J Fourier, Cantor, Laplace, Lagrange, Liouville and then title your video greatest mathematicians.
Schwarz, Caratheodory, Banach, Lovelace, Russel, Fermat...
Yeah and that Euler guy who is arguably the most influencial mathematician ever...
Yea sir ramanujun too
part 2
Ramanujan?
Also, Sophus Lie, he mentions Lie Groups but mispronounces Lie like lie instead of lee
List is incomplete without Fourier, Euler, Bernoulli brothers.
Yup - Fourier transforms is the most important algorithms used by mankind. If you are watching this on a computer - then you are running Fourier transforms.
L Euler - The greatest of them all...
I think we're missing many many other's such as Godel (perhaps he's a philosopher) and Lagrange...
Especially Euler.
they are in part 2: ua-cam.com/video/21iE2XQ9gAU/v-deo.html
prolly their physicists
Even if they were included the list would still be incomplete...
It is hard to give a balanced overview. I fear that ancient Egyptian, Sumerian, Indian and Chinese contributions are underrepresented.
I think same if you look at ancient Egypt, sumerian, ancient India and China you can easily found that all are very good in mathematics and science.
Old Babylonian Period (circa 1900-1600 BCE):
The evidence of Babylonian knowledge of the Pythagorean theorem comes primarily from clay tablets written in cuneiform script. These tablets contain mathematical problems and their solutions.
The most famous tablet is Plimpton 322, which dates to around 1800 BCE. This tablet lists several sets of numbers that satisfy the Pythagorean relationship (a^2 + b^2 = c^2), indicating that the Babylonians were aware of these relationships and could generate Pythagorean triples.
Plimpton 322:
This clay tablet contains a table of numbers written in base 60 (sexagesimal) that are now understood to be Pythagorean triples.
The tablet consists of 15 rows and 4 columns. The first three columns are thought to represent lengths of the sides of right triangles. The fourth column may be an index or another variable related to the entries.
Scholars believe the Babylonians used these triples for practical purposes, such as construction and land measurement.
Mathematical Techniques:
Babylonian mathematics was heavily arithmetic-based. They used algebraic methods to solve geometric problems, and their approach was highly procedural, involving step-by-step instructions.
They did not necessarily abstractly formulate mathematical theorems as Greeks later did, but their work clearly shows an understanding of the principles underlying the Pythagorean theorem.
While the Babylonians did not leave theoretical proofs in the style of Greek mathematics, their practical knowledge and the mathematical records they left behind provide strong evidence that they understood the Pythagorean relationship well before Pythagoras. This ancient knowledge was likely passed down and influenced later Greek mathematicians.
Another example India:
Sulba Sutras (circa 800-500 BCE):
The Sulba Sutras are a collection of ancient Indian texts that provide guidelines for constructing altars and other structures for Vedic rituals. These texts contain several mathematical principles, including those related to geometry.
The most notable Sulba Sutras that reference principles similar to the Pythagorean theorem are the ones attributed to Baudhayana, Apastamba, and Katyayana.
Baudhayana Sulba Sutra:
The Baudhayana Sulba Sutra, believed to date back to around 800 BCE, explicitly states a version of the Pythagorean theorem. It describes that a rope stretched across the diagonal of a rectangle creates an area equal to the sum of the areas on the sides.
A specific passage from the Baudhayana Sulba Sutra (1.12) states: "The diagonal of a rectangle produces by itself the same area as produced by the two sides.
Apastamba Sulba Sutra:
The Apastamba Sulba Sutra also contains references to geometric principles that include versions of the Pythagorean theorem.
It includes methods for constructing right angles and describes properties of triangles and other geometric shapes.
Practical Applications:
Like the Babylonians, Indian mathematicians applied these geometric principles in practical ways, particularly in the construction of altars and other religious structures. Their work was primarily driven by ritualistic needs but demonstrated a deep understanding of mathematical concepts.
Geometric and Algebraic Techniques:
The Sulba Sutras use a combination of geometric and algebraic techniques to solve problems related to lengths, areas, and volumes.
They provide procedures for creating right angles, doubling the square, and other geometric constructions that rely on the properties of right triangles.
The knowledge and use of the Pythagorean theorem by ancient Indian mathematicians show that this geometric principle was independently discovered and applied in different cultures long before Pythagoras's time. The contributions from the Sulba Sutras highlight the sophisticated understanding of geometry in ancient India.
The guy ment European mathematics! 217 BC then jumped to 1170 AD
They will never give non Europeans any credit. I mean, the fact that hindu arabic numerals made modern mathematics possible should have placed indian mathematicians like Brahmagupta top of the list.
Quite good. But for the ones who want the complete list here you are.
Pythagoras 🇬🇷, Euclid 🇬🇷, Archimedes 🇬🇷,
Apollonius 🇬🇷 Diophantus 🇬🇷, Aryabhata 🇮🇳, Brahmagupta 🇮🇳, Al-khwarizmi 🇮🇷-🇺🇿, Fibonacci 🇮🇹, Oresme 🇫🇷, Sangamagrama 🇮🇳, Tartaglia 🇮🇹, Cardano 🇮🇹, Bombelli 🇮🇹, Vieta 🇫🇷 Desargues 🇫🇷, Descartes 🇫🇷, Cavalieri 🇮🇹, Fermat 🇫🇷, Wallis 🇬🇧, Newton 🇬🇧, Leibniz 🇩🇪, Bernoulli 🇨🇭, Taylor 🇬🇧, Lambert 🇨🇭, Euler 🇨🇭, Lagrange 🇮🇹, Lobacevskij 🇷🇺, Bolyai 🇭🇺, Gauss 🇩🇪, Cauchy 🇫🇷, Fourier 🇫🇷, Abel 🇳🇴, Galois 🇫🇷, Hamilton 🇬🇧, Kummer 🇩🇪, Grassmann 🇩🇪, Riemann 🇩🇪, Cayley 🇬🇧, Weierstrass 🇩🇪, Beltrami 🇮🇹, Boole 🇬🇧, Betti 🇮🇹, Klein 🇩🇪, Segre 🇮🇹, Veronese 🇮🇹, Tait 🇬🇧, Fano 🇮🇹, Levi-Civita 🇮🇹, Peano 🇮🇹, Cantor 🇷🇺-🇩🇰, Poincaré 🇫🇷, Hadamard 🇫🇷, Enriques 🇮🇹, Lie 🇳🇴, Hilbert 🇩🇪, Cartan 🇫🇷, Curbastro 🇮🇹, Frobenius 🇩🇪, Fréchet 🇫🇷, Veblen 🇺🇸, Hausdorff 🇩🇪, Luzin 🇷🇺, Ramanujan 🇮🇳, Suslin 🇷🇺, Skolem 🇳🇴, Noether 🇩🇪,Tikhonov 🇷🇺, Volterra 🇮🇹, Hasse 🇩🇪, Von neumann 🇭🇺, Gödel 🇦🇹, De Rham 🇨🇭, Severi 🇮🇹, Banach 🇵🇱, Kolmogorov 🇷🇺, Pontryagin 🇷🇺, Coxeter 🇬🇧, Krull 🇩🇪, Breuer 🇩🇪, Ore 🇳🇴, Whitney 🇺🇸, Turing 🇬🇧, Bernays 🇨🇭, Alonzo church-Kleene 🇺🇸, Alexandrov 🇷🇺 Tarski 🇵🇱, Eilenberg 🇵🇱, McLane 🇺🇸, Zariski 🇷🇺, Leray 🇫🇷, Postnikov 🇷🇺, Hodge 🇬🇧, Weil 🇫🇷, Gelfand 🇷🇺, Mal'cev 🇷🇺, Segre 🇮🇹, Thom 🇫🇷, Taniyama 🇯🇵, Erdős 🇭🇺, Iwasawa 🇯🇵, Artin 🇦🇲, Quine 🇺🇸, Birkhoff 🇺🇸, Lurie 🇺🇸, Artin 🇩🇪, Selberg 🇳🇴, Nash 🇺🇸, Serre 🇫🇷, Bombieri 🇮🇹, Milnor 🇺🇸, Grothendieck, Chern 🇨🇳, Atiyah 🇬🇧, Conway 🇬🇧, Quillen 🇺🇸, Deligne 🇧🇪, Connes 🇫🇷, Hamilton 🇺🇸, Thurston 🇺🇸, Freedman 🇺🇸, Sullivan 🇺🇸, Falting 🇩🇪, Wiles 🇬🇧, Tate 🇺🇸, Kostevych 🇷🇺, Perelman 🇷🇺, Fesenko 🇷🇺, Drinfeld 🇺🇦, Scholtze 🇩🇪, Gromov 🇷🇺, Langland 🇨🇦, Tao 🇦🇺,
Woww
Türk Einstein'ı Prof Dr Oktay Sinanoğlu...
I should be on this list too. I can count on my fingers
It was a good video, but I don't know how physicists like Bohr and Feynman made it in here but not Euler or any of the Bernoullis'.
These top 10 lists are always biased
@@vikraal6974yes
There is a part 2
Pythagoras did not discover the Pythagorean theorem. It was already well known before his time, he was just the first one to prove it.
Came here to say just that...almost. The indians had a rather nice proof prior to Pythagorus. But P. did come up with his own proof as well which has some nice features to it.
P. did do a lot of extremely clever things, but wasn't the first to prove the theorem named after him.
If you haven't proved it, you haven't discovered it.
@@Tommy_007 no, that's stupid. If you use it then you have discovered it. The theorem was being used by the Ancient Egyptians long before the Greeks became civilised. Just like how the Indian Brahma Gupta used integers or when the Chinese used calculus 2000 years before Newton and Leibniz. Proving and discovering are not the same.
Bro, where the fuck is Leonhard Euler???
Part 2
Any list without Gödel is incomplete.
Haha! I got it :)
pun
I see what you did there. 👍
brotato how could you miss Euler...don't give me that part 2 nonsense. He should be in PART ONE
You can't stick Benjamin Banneker among Gauss, Euler and Cauchy just because you need some "diversity."
Same with two of the women: Germain was somewhat like Agnesi meaning that most of "her" work was small developments on or rewritings of the work of male authors. Weierstrass' mistress Sophie Kowalevski achieved more and did scholarly mathematics however, it's unclear how much was her own given her proximity to Weierstrass, the most famous and influential mathematician of his time, who supported her career due to her affair with him (behind her husband's back).
Agree. Especially when he didn't even mention Euler at all.
Agreed for Banneker, but Germain's work really is astounding
Bros missing arguably the greatest mathematician of all time Euler 💀💀💀💀. How are you casually gonna forget about the guy who founded graph theory, made the natural log base or Euler’s number,euler’s identity, and published over 800+ scientific papers in his lifetime
He is in part 2
@@ThoughtThrill365 Oh, I see. My apologies
@@ThoughtThrill365Bur he should be in part 1
@@BenedictionMaroandroBest for last
@@BenedictionMaroandroor balance
Bro. You included the “prince of mathematics,” but left out the king, literally the greatest mathematician of all time (we all know who I’m talking about). What about Fourier, Lagrange, Cantor, Al-Khwarizmi, Wiles, Lobachevsky, the Bernoulli’s, et cetera.
They are in part 2
@@ThoughtThrill365 Ok, I can breathe now. Thx for letting me know.
I just wonder
HOW ON EARTH DID YOU MISS LEONARD EULER?
Just howwwwwwwww? 🤯
Sir, he is in part 2
I really like the video, but it is more of a physics list. People like euler, weierstrass,... Are missing. All the people are crazy smart but mainly physicists
Skipping Euler's a bold move.
I would have liked to have seen Wiles in there.
Where is Euler
part 2
@@ThoughtThrill365 euler deserved to be in part 1 he was the greatest mathematician of all time
how about Euclid, Euler - the actual king of mathematics - and Maxwell and Einstein if you are going to mention Feynman.
no Euler, no Lagrange, no Godel...
No Euler is a crime.
they are in part 2
No Ramanujan
@@yushpiHe is in the list lol watch properly
Al Khawarizmi would probably come on the top. He invented Algebra but even the famous word of Algorithm comes from his name. See, when Europe was in Dark Age, the middle East & near Asia were shining with top world knowledge like Chemistry, Physics etc., so how could you publicize Greece then?
Without the foundation of Arabic numerals & Algebra, you wouldn't have much Math later.
Aryabhatta, Fourier, Euler, Bernoulli: We guess we don't exist
they are in part 2
As usual, we always jump from the era of the Greeks to that of the European renaissance while quickly the word Algebra is mentioned as if algebra was born of itself. Fibonacci had studied at Bougie in Algeria
> random black guy but no Euler
Euler??
part 2
Pythagoras learnt the famous theorem in ancient Egypt. Lets here something about the Ishango and Lebombo bones.
bro had a diversity quota for this video
You could have at least mentioned the fact that Pythagoras was no where near the first person to discover the Pythagorean theorem. That shit was known about for a thousand years before him.
Pascal was not the first to formulate "Pascal's" Triangle.
It's said that newton discoverd calculs 10 years before libenz is it true ?
Nice try with your DEI candidate Benjamin Banneker. Not only was he not a mathematician, but he didn't do anything but copy other people's work that you don't give credit for. The mechanical clock was invented sometime in the 1200's.The development of accurate mechanical clocks continued over time, with innovations like pendulum clocks by Christian Huygens in the 17th century, which achieved remarkable accuracy for their time. The almanac is just as old. Its earliest documented use in Latin dates back to 1267, where Roger Bacon used it to describe tables detailing heavenly body movements. So, keep your leftist views out of any presentation of true geniuses.
where is euler
Part 2
Where is Terrence Howard?
Just put the word (Some) at the beginning of the title, and many complaints in the comments vanish.
No euler and alkawarzmi is wild tho💀🗿
Modern technology is not possible without Laplace and Fourier. They are the GOATs of signals and systems, which our world operates on at the foundational level. Respek.
"Read Euler,he is the master of us all!"
- Pierre Simon Marquis de Laplace
I rest my case.....🤔
Al kwharizmi????? Omar khayam?????
Part 2
I hold a masters degree in math but never heard of some of these people. Banneker ? What exactly is his contribution, besides being black ? Wikipedia: A substantial mythology exaggerating Banneker's accomplishments has developed during the two centuries that have elapsed since his death, becoming a part of African-American culture.
Dude, you just forgot the greatest of them all. You know, the guy that starts with Eu and ends with ler ? I suppose it was to leave some room for not-so important ones, or non-mathematicians.
Part 2
Shrinivash Ramanujan
David Hilbert
Kurt Gödel
Pierre de fermat
Alfred North Whitehead
John Conway
Andew Weil
Whenever Euler is introduced in books, author writes before his name, e.g. Remarkable Swiss mathematician, legendary Mathematician etc. I haven't seen for any other mathematician.
List of mathematicians should be started with his name.
Sloppy story telling. Pythagoras didn't discover the theory named after him, and Euclid used much of the work of other mathematicians who came before him in his work.
Why not included Johan Kepler?
Dude, where is the guy in three blue and one brown?
Like previous commenters said, where is Euler? Plus there are so many more that could have been added yet i guess the video would have been an hour-long yet worth it
its a part 1, check part 2 for more complete list
@@ThoughtThrill365 Oh cool. Thanks for giving the heads up 🙂
You have forgot to mentioned the name of Sriniwasn Ramajuna
Euler and ramunjuian should be above all
Pythagora did not discovered the theorem which is named after him ,he was the first that we know that provided the first full demonstration.the theorem was known for at least 2000 years before him
For part 2, would be great to see Kurt Gödel for Incompleteness Theorem, and Fermat.
Fermat? Andrew Wiles? I guess that’s reason for this being part 1
How about fermat?
How could you miss Euler, the best mathematician all of time....
check part 2
Great video. I would only add Artur Ávila. He is an outstanding Brazilian mathematician. He made significant contributions to dynamical systems theory, and his work has been recognized with numerous prestigious awards, including the Fields Medal in 2014, which is considered the highest honor in mathematics.
este video es horrible ademas no se por que metió a un afroamericano que nunca explico que hizo por las matematicas.
Where is Eratothsenes?
check part 2
Phytagoras were prophet, he's live with his ppl more spiritualism than a phylosopher.
Just like A GURU with his pupil.
FORGOT EULER OR YOU NEVER KNEW ABOUT HIM?.....BUT EVERYONE HAS APPRECIATED AND UNDERSTOOD YOUR POLITICALY CORRECT MATHEMATICIANS LIST.
Why is Hilbert also in Part 4?
I was surprised not to see Euler.
Check Part 2
So the video is about European mathematicians!
212 BC then jumping to 1170 AD. The rest of humanity had no math and 985 years no brain in the whole world....
Ramanujan's name should be given separately
This was a Nice primer for beginners (like me).. Thanks for this!
You're so welcome!
WTF is Bohr doing here?
Same with Gordon Bell.
No Euler
part 2
Did my bro skip Goedel??
Without Fourier ? Really ?
No PENROSE.
NO EULER.
no fermat?
Funny how all of the comments complain about Euler, but not one voice for Euclid?
...maybe because Euclid is the second name in this video...?
"Greatest mathematicians and their discoveries", but the one dude universally acclaimed as the best mathematician ever is not in there... Not even mentionning others who are also missing... :-(
Nice video apart from those 2 (huge) misses though.
They are in part 2
Where is Al khawarzmi.I thought He is invented Algebra in Baghdad?
So he was football player or what?
When the list lacks the inventor of Algebra, you know it's a western-leaning view point.
I can think of missing - Euler, Sierpinski, Koch...
Haha is this a joke? Where is Euler?
part 2
Euler the best with Fourier, Laplace.....
No Euler, the greatest of them all! Can’t take this seriously
I can’t imagine the number of women who were deprived of a chance to contribute to science due to the discrimination system that was used throughout human history against them .
wow, where's Laplace?
Part 2
Didn't mention that Turing was murdered by the british government. Let's just say that might have had a profound impact on his ability to work.
Where are Euler, Al Khawarizmi, Fermat, Fourier, Paul Dirac, just to name a very few conspicuously missing?
Where aryabhatta? He literally invented the modern number system.
Part 2
No Georg Cantor is understandable, but no Euler.... hello???
they are in part 2
Where is Aryabhata and Ramanujan?
Please learn to prononce Lie in Lie Groups, it down grades an otherwise fine presentation if it's pronounced incorrectly. Especially since Lie groups is central concept.
Feynman?
If part 2, include Eilenberg, MacLane, Kan, Yoneda, Quillen... And more modern, Lurie
🩷🩷🩷 Euclid!!
how about Al-Khwarizmi, Knuth
Dude where Francis Allotey. Allotey formalism
I feel like Ibn Sidna should be here
And Godel
Where is Paul Dirac ?!?
Maryam Mirzakhani
Pythagoras got it from Egypt, he did not originate the Pythagoras theorem. Greek Mathematics was taken from Egypt. Herodotus and other Greek Historians said they got everything from Africa, Kemet/Egypt.
Egypt and Mesopotamia. Not just Egypt.
Wow can’t believe someone finally mentioned Maryam Mirzakhani 😂 Am I the only Iranian here?
No one ancient Indian mathematician, ooof
Also physics that you mentioned, are not the mathematicians
cry about it indian
I agree with your point but he has mentioned Srinivasa Ramanujan
The ancient ones didn’t contribute much. Ramanujan, on the other hand, was huuuge!
Ramanujan
Let’s make a list of the best composers all time and don’t include J.S. Bach.
Well, where is Euler????
Prof Dr Oktay Sinanoğlu ❤️...
Many of these mathematicians are standing on the shoulders of giants - Most notably, IMHO, Al-Khwarizmi
Ramanujan???
did you make this video just to insert the woman? ahaha
Lo hizo para meter a un afroamericano que nunca menciono que hizo por la matemática.