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Lecture Series on Quantum Physics by Prof.V.Balakrishnan, Department of Physics, IIT Madras. For more details on NPTEL visit http://nptel.iitm.ac.in
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27 thoughts on “Lecture – 5 Linear operations in a linear vector space and their eigenvalues”
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there is a lecture this same prof. Balakrishnan gave where at the first 20 mins of the lecture, he explained why quantum mechanics doesn't appear intuitive to us. he explained that it is because we evolved in the middledimensions. can anyone give me a link to that?
When he says,"<phi | psi> means when the system is in the state psi it is actually is in phi." So does this means that the system is in 2 states(phi(n) and psi)
Sir you are the best faculty
Sir, you are the best teacher of quantum mechanics ever … Simply the best… Lots and lots of thanks for having these lectures available online
What a teacher!! Hats off.
Is it complete lecture ? Yaa some part of a lecture ?
why you guys are giving video quality of 240p.
try to make it atleast 460p
Thank you sir for making quantum mechanics easy for me.
Is there any lecture of prof balakrishnan on electromagnetism
Amazing lecture explained in a simple and clever way
"The room is adequately carpeted so I can push all this thing under it" LMAO
awesome
very very very excellent lecture
π
This prof has explained quantum physics so simplicity with preliminary linear algebra background awesome π
Hat's off to you !!!
Reminds me of an Indian Frank Langella.
Thank you Professor for your marvelous lecture…..
what do you call sequences that have finite norm? I missed that
At 1.00.00, it is explained that |c_n|^2 is probability. However, is there any logical reasoning behind this postulate or is it just an empirical fact,
excellent lecture. Interesting
Yes, towards the end of the classical physics course.
is there any lecture by prof Balakrishnan on special relativity?
Everywhere else on the web, the same theories Krishnan Sir professes is written down in language far away from the understanding of a layman. But the lectures by this man are a great help to even a high school aspirant!
I think he forgot to add that n = m + 1, or vice versa. of course if n = m then z_n – z_m is always = 0
very difficult to listen lecture 5 Quantum mechanics, please upload it properly
he is a parrat
good……
bt i can't download the video for offline use?
@bluesrunthegame lol.
well almost π
yea