Комментарии:
It's first time i understand abot SVM
Ответитьwhat an amazing lecture and professor. This is what its all about. Some people are just blessed lecturers and he is for sure one of those people.
ОтветитьI have a question. At the start of the lecture, the professor says that we can imagine W to be a normal vector of any length and that the distance of a point from the hyperplane is the projection of any point onto W. But how can the dot product of WX be equal to the length of the projection of X onto W if W is any length? This can only work if W is a unit vector unless I'm mistaken. WX = ||W||*||X||*cos(theta) and the projection length of X onto W is ||X||*cos(theta). So WX can only equal ||X||*cos(theta) if ||W|| = 1. Otherwise ||X||*cos(theta) = WX/||W||.
ОтветитьI've been watching a lot of MIT, Stanford, Harvard, Princeton lectures, but this... This was phenomenal, hands down the best lecture I've ever seen.
Rest in Peace Prof
What the fuck with these people just come in the middle of the class..
ОтветитьThank you for the great video. How do you know which X_+ and x_- will have f(x)=1 "In the gutter"? Is this something that is recursively calculated in practice?
ОтветитьI love Prof Winston! Thank you Prof!
ОтветитьAll my respects to the late great Prof. Winston, by far my favorite AI teacher of all time.
ОтветитьSU'PORtts' - Already Tribal invent. Artz = kaldean teacher! Hence; he's racist - evoluchist(demonic women) - Tribal LA'(law). Only Tribes: Own any land - products therin.
Ответить❤️❤️❤️❤️❤️❤️❤️
ОтветитьIt's the Magic Flute right here
Ответитьsaved me for my endsems. thank you.
ОтветитьHow beautiful a proof can be if taught in the correct way! Brilliant!
Ответитьamazing
ОтветитьThis is how things should always be taught. Patience, deep understanding and passion to teach. I wish I would've had a professor like him as a graduate student.
Ответитьdot product dont give projection we need to multipy it either by |x| or |y| to give us the projection im i right ?
Ответитьgenius explanation here. very simple to understand, I love digging into the underlining mathematics thats involved with these algorithms. The idea that a kernel function can transform the nonlinear inseparable data into a higher dimensional space that is linear is simple mind boggling to me. So cool of a concept and really simple to realize once you get the mathematics behind it.
ОтветитьRIP Patrick Winston! What an amazing teacher
Ответить🥰
ОтветитьPrimeiro ele tem que cuidar da saúde dele esta barrigudo propenso a várias doenças.
ОтветитьThe saddest thing is that these good professors never take their health wellness seriously. 😢 They suddenly leave us with no replacement
ОтветитьMerci
Ответить나한테 이게 왜 뜨냐..
Ответитьбред
Ответитьita too easy as ima genius cuz 1+1is three
Ответитьcool
ОтветитьKernel trick, that has to be one of the most beautiful ideas I've seen (so far) in any branch of mathematics.
Ответитьfor the longest time I thought he was walking around with a half-eaten sandwich in his hand.
ОтветитьThat was hands down the most amazing lecture i have ever attended online
ОтветитьSimply the best <3
Ответитьnice,
ОтветитьYou made my day :)
ОтветитьGreat lecture 👏👏👏
ОтветитьSaw this video long time back when i started learning ML.. Years later, I am revisiting this masterpiece again 👍
Ответитьcoolest professor, he seems like bruce banner explaining concepts
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