Recent content by nahsihorst
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Graduate Rigorous Feynman pathintegral derivation
Thanks at all. I think the Suzuki-Trotter expansion finally solved the problem for me.- nahsihorst
- Post #9
- Forum: Quantum Physics
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Graduate Rigorous Feynman pathintegral derivation
Thanks a lot. I totally forgot about that relation. Just one last question: Usually one defines the exponential of an operator with the help of the taylor series. Can one also use this definition and is it equal to the taylor exp.?- nahsihorst
- Post #6
- Forum: Quantum Physics
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Graduate Rigorous Feynman pathintegral derivation
True, writing them as exponentials is reasonable. But I don't like to reverse this in the end, writing 1+\delta x = e^x Could you explain why writing them as exponentials is not correct?- nahsihorst
- Post #3
- Forum: Quantum Physics
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Graduate Rigorous Feynman pathintegral derivation
Hey, I'm trying to do exercise I.2.1. from Zee's QFT in a nutshell but I ran into a problem. The exercise is to derive the QM path integral with a Hamiltonian of the form 1/2 m p^2 + V(q). In the textbook he shows the proof for a free hamiltonian. He gets to a point where he has (I left out...- nahsihorst
- Thread
- Derivation Feynman Rigorous
- Replies: 8
- Forum: Quantum Physics