Basics of Inner Product Spaces

[@johnmosugu]

Scott, you nailed it for me. Thank you for simplifying the inner product!

[@finaltheorygames1781]

OMG I love you as a professor. I can understand everything clearly.

[@raulpalmaa]

RT

[@kylejohnson8447]

thank you so much, great lecture. Btw at 11:52 I got sqrt(136)

[@robharwood3538]

Yes, you are correct. The Prof. forgot to subtract the two 6s.

[@hafizaismailova6554]

The way he smiles and babystep to the theme!!!!!!!! THE BEST PROFESSOR EVEER

[@kushnambiar9388]

I finally have a clear idea about the basics of Inner Products, all thanks to you Sir!

[@thearena7193]

That was really friggin handy! Thanks for making that, I appreciate it 😊😊

[@ubuvuzigakondo2302]

Kind of teacher teache everyone can need to have
love your courses from Africa-Rwanda

[@NerdishRapper]

Wooow Sir........you are totally saving my life

[@stevilimfax8296]

Reading my textbook i understand nothing, but watching your video it motivates me, now i understand everything, thanks

[@apekshasharma8618]

Same here

[@apekshasharma8618]

Outstanding sir

[@aidenblack4755]

Concise and helpful lecture! Thank you very much!

[@krumpy8259]

Best professor!

[@yanyanliu1101]

Its so helpful! The concepts are expressed in such a simple and clear ways and everything just linked so well. omg love you so much.

[@srksharma8199]

Wonderful Content,please continue to upload videos

[@kartikkamboj295]

Amazing ! Thanks 🙏🏻

[@vincentronoh9056]

Thank you! I got this well, From Kenya!

[@bagginsofbagend]

Thanks so much for uploading this! It is very clear and helpful! :)

[@olask7343]

That's an amazing content. I appreciate it... Since I only got the feature called bilinearity described quickly in my course, I got to need some extra information to make myself whether I understand that well.

[@adrienanderson7439]

Very good lecture, extremely clear and valuable, thank you! By the way, at 21:12, that fact ||

[@harrisonwilliams7766]

Excellent lecture. Very clear and succinct. I appreciate this video. Just finished my first course in linear algebra and beginning to research additional topics between semesters. This has been very eye opening. Anyone care to explain how functions are used as vectors? I'm a bit lost with e^x as a vector.

[@SarahHempton]

Thank you so much, this was so helpful! You explained the concepts so clearly!

[@talhaqayyum2963]

Very Nice way of teaching sir!! Ma Sha Allah

[@abdullahmajed7554]

Thank you so much from saudi arabia :)

[@MATHSEXPERTCLASSES]

Wonderful video sir..From Kolkata, india

[@PreritAnwekar]

Thanks Scott! It was awesome.

[@nuamaaniqbal6373]

was really fruitful watching the video!

[@suat8645]

its so clear and i like his smile :D

[@organicchips2213]

Sir, thank you for the handful of information !!! was really helpful !

[@billy11998]

Amazing lecture!

[@naveenwanigasundara2206]

thanks to you Sir!

[@mikkelfolting554]

Great video!

[@jessicavania336]

THANK YOU SO MUCH!!! THIS SAVED ME

[@Syrian.Coffee]

Excellent video

[@scottannin9281]

Thank you very much!

[@loden5677]

This was awesome thank you!

[@scottannin9281]

Glad it was helpful!

[@simpleepic]

A great lecture. Thank you sir.

[@kinjalmehta2832]

amazing teaching. really got things well! :)

[@IP__12318]

Thank you Sir!!!

[@solaandrews]

Thank you!

[@charlotte1062]

this cleared everything up thanks so much

[@jamesle7740]

I wish every prof is like you

[@ntrev56]

Thanks, It was very useful for me.
Greetings from Mexico. :)

[@takeoff984]

You seem like such a nice teacher

[@weikong9904]

thank you sir

[@nadaal-saadi3984]

Thank you sir :)

[@Dilshannarankotuwa]

❤

[@talhaqayyum2963]

Jazak Allah Khair

[@theoreticalmindset]

I want to be like Scott

[@rogelv8td]

Thanks profesor

[@finaltheorygames1781]

So is it possible to use the arc length formula and the norm formula to calculate the length of a function?

[@iwishifiwasaneconomicsnerd9648]

I LOVE THIS GUY

[@atmonotes]

very clear to follow

[@jasonmeregildo5962]

😇

[@phoopyaesone7845]

Thank you so much

[@JohnSmith-yv5jo]

shouldn't 11:42 be = square root of 136?

[@JohnSmith-yv5jo]

nevermind, I saw another comment and it should be 136

[@finaltheorygames1781]

I'm only 1 min into the video and I can clearly understand you. A lot of my grad professor didn't even speak english that well.

[@SevalUzunal]

Sir, are all these definitions and calculations valid for only Real Vector Space,aren't they? Could it be more educational given all in complex vector space ?

[@finaltheorygames1781]

Does squaring both sides really prove the triangle inequality? For an algebraic equation, squaring both sides doesn't necessarily prove the equation.

[@user-rz3gt3cm6j]

i love you

[@ethanboba5262]

[@iamajayadav]

Can write inner product as instead of ?

[@azharadv8510]

No

[@omnipotato9231]

@@azharadv8510 nice

[@minhanhnguyen4499]

Can anyone help me understand things at 10:00, or at least give me the link to understand it :((((

[@erayerdemzeybek7385]

bastard smile on his face

[@conzopontsho3253]

You are talking too much

[@User-ci3su]

Thank you sir