Introduction to Hermite Polynomials

[@buffalo1700]

i apreciate the hand written notes, clear mic and the pointer for your lectures!

[@physicsandmathlectures3289]

Thank you!

[@zulqarnainchaughtai]

I watch videos on mathematics most of the time for Quantum mechanics as a chemistry student. You explain in an amazing way.

[@ectoplasm12345]

By 1:15 I already had a better understanding than I'd had for the two years I've been using them. Thanks for the video.

[@merrysaladI]

Hey i just wanna say i watched this series of Hermite polynomials. And they are crystal clear. I love your explanations. And look forward to seeing more amazing math methods lessons. So thank you in advance

[@physicsandmathlectures3289]

Thank you for the kind comment! I always try to organize my videos into series, so it's nice to hear that someone has found that useful.

[@dr.rahulgupta7573]

Excellent presentation !

[@Sorya-gf7qw]

Thanks It helped me a lot out with Quantum mechanics . This video is awesome ❤️ . Now I am gonna check other videos

[@physicsandmathlectures3289]

Glad to hear that!

[@leonidkonstantinovich3418]

Very good introduction, thank you

[@physicsandmathlectures3289]

You are welcome!

[@anaeem86]

Hello. Added a card of your video on my channel. Cool and informative video. Thanks for it.

[@harrypounds456]

THANKS!

[@physicsandmathlectures3289]

You're welcome!

[@bottlesmithX]

loved it

[@physicsandmathlectures3289]

Thank you!

[@amshudharasbhat883]

Thank you, and I just subscribed! :))

[@mathadventuress]

Is this related to the differential equation
y”-2xy+ λy=0
I like how you arrived at the polynomials!!
I have to ask though; do you have videos on other odes, such as legendre

[@dr.rahulgupta7573]

Sir ,From which book should I read special functions ?

[@jsifuna]

Help me know how the larger order terms become +VE

[@athul_c1375]

Thank you

[@physicsandmathlectures3289]

You're welcome!

[@lalitasharma6687]

Are you in sleep??you sound like you are

[@xskysmith4619]

bro drink some water