I came here because I read about Householder transformations and immediately thought "What is so special about these things? Why don't they just call them 'reflections'? What other magical properties do they have that merits not just calling them 'reflections'?" Your video has correctly shown me that the answer is "nothing at all", maths just can't resist a fancy name and an unnecessarily complex definition in place of an intuitive explanation. By the way-my God, I love advanced topics in linear algebra! Let's go all the way with this course!
These videos, their website, and their textbook are absolutely amazing! They have changed my life and greatly advanced my understanding of linear algebra. Thank you!
I came here because I read about Householder transformations and immediately thought "What is so special about these things? Why don't they just call them 'reflections'? What other magical properties do they have that merits not just calling them 'reflections'?"
Your video has correctly shown me that the answer is "nothing at all", maths just can't resist a fancy name and an unnecessarily complex definition in place of an intuitive explanation.
By the way-my God, I love advanced topics in linear algebra! Let's go all the way with this course!
what a beautiful and simple explanation!!! Thank you sir!!!
This is what I wanted. Amazing sir.
These videos, their website, and their textbook are absolutely amazing! They have changed my life and greatly advanced my understanding of linear algebra. Thank you!
Somehow reminds me of Bob Ross, but with math
excellent video, thanks
what is the u dot product
thats a spicy intro
perfect explaination
thank you very much !
What does the H represent in u^H ??
transpose
transpose conjugate, is the complex version of transpose
very nice!!!!!!!!!!!!!!!!!!!!!
You taught so beautiful, thanks.
Great sir ❤🇮🇳
That's so clear! Save my day! Can't express my thx enough!
This is a must for geometers, engineers, and mentats alike.
Thanks man! The material from my university couldn't make me understand this (now beautyfully simple) topic. Have a good day and happy new year :D
You are an absolute fooookin legend.. Who ever this guy Robert de Geijn is I want to say thanks lol
You explained well. but mixed sum basic concepts like why we get dot product.