Recent content by bobydbcn

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    Admissions Recommended Book For Entry to QM

    For physics major students who study hard, it is not very difficult to learn. If you lack relative background, please master them. Just do it. After that, you can learn.
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    Admissions Recommended Book For Entry to QM

    Without background of classical mechanics and mathematical knowledge, you can't learn QM. I suggest you give up.
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    Problems and solutions in quantum mechanics by Tamvakis Kyriakos

    I have learned quantum mechanics 6 years ago. I got my PHD in theoritical physics now. When I studied QM for the first time , I can't understand until I meet Griffith's book. It is very worth reading. I give you a suggestion that there is not an easy way to study QM. Your must be familiar to...
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    Are Newton's laws also an approximation?

    I am not sure about that. The WKB approximation will be studied in advanced quantum mechanics (gratuate level). I haven't learned that part.
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    Problems and solutions in quantum mechanics by Tamvakis Kyriakos

    I have never read about the book. David Griffth 's introduction to quantum mechanics is better for learners. It is a classic.
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    Why the off-diagonal elements of electric dipole element are zero?

    Thanks for your excellent expplanation. You teach me how to use parity.
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    Why the off-diagonal elements of electric dipole element are zero?

    the two energy level atom, whose hamiltonian takes the form \hat{H_A}=E_g|g\rangle\langle g|+E_e|e\rangle\langle e|, where E_g as well as E_e represent the eigenvalues and |g\rangle as well as |e\rangle denote the ground state and excited state. There is an interaction between the atom...
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    Are Newton's laws also an approximation?

    Maybe WKB approximation could derive Newton's law.
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    Doubt in uniform circular motion

    by use of natural coordinates, it is very easy to prove that with constant speed and a fixed non-zero acceleration, the particle's motion must be circle. Moreover, if the particle's acceleration is zero, its trajectory is a straight line. I am a college teacher, believe in me.
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    The projetive Hilbert space of coherent state.

    I want to know the projective Hilbert space of coherent state and squeezed state.Thank you very much!
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    Book recommendation for representation theory(physicist)

    Lie Algebras in Particle Physics, second edition is not one of the best books but the best book of all!
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    Questions about a projection operator in the representation theoy of groups

    Thank you very much! I will go to study lie algebra. This friday, I had seen Leggett who 2003 nobel prize. I am so happy.
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    Questions about a projection operator in the representation theoy of groups

    I find it from the best book about lie algebra, which is called "Lie Algebras in Particle Physics, second edition", page 5. I advise you to have a look at it. Maybe it is easy for you. From your reply, I can deduce that you are really knowlegeable. Thank you.
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    Questions about a projection operator in the representation theoy of groups

    Thanks a lot! I get the right answer. Confer to my above reply.
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