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|    sci.physics.research    |    Current physics research. (Moderated)    |    17,516 messages    |
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|    Message 17,304 of 17,516    |
|    Stefan Ram to All    |
|    QFT videos    |
|    23 Sep 23 14:08:36    |
      From: ram@zedat.fu-berlin.de              I prefer to learn from books. But videos have two advantages: One        can watch/listen to them while doing household chores, and one also        learns the correct English pronunciation of the technical terms.        So I listened to some videos of QFT lectures by Prof. Susskind.               However, after about three videos so far, I am rather disappointed.        I have the impression that Susskind deliberately wants to        counteract all too flowery gobbledygook with a "don't talk, but        calculate" approach. I have always found such an approach absurd        in physics, but especially devastating in teaching. He does some        math, "We put this in here, and then we get this," "I'm not going        to say why, I'm just going to do it this way," and then he says,        "And this is the simplest example of a quantum field." (these are        all not literal quotations). He doesn't explain what a "quantum        field" is supposed to be. This doesn't seem very educational to me.               As an example of an approach that I like (at least according to the        few pages I have read so far), I would like to mention "Quantum Field        Theory" by Mark Srednicki (which is a written text, not a video).        He first explains that it is about combining quantum mechanics and        relativity. In order to do this, space and time must be treated        "on an equal footing at the outset". In quantum theory, time is a        label (parameter), location is an operator. So to treat them equally,        one can either treat location as a label, or one can treat time as        an operator, says Srednicki. Since the second is a bit complicated        (Srednicki says it would lead to string theory), Srednicki follows        the way to make the location a label. Each location x is associated        with an operator phi(x). And this is a quantum field.               So Srednicki first explains what requirements a quantum field        should satisfy and why, and then he shows how these requirements        can be satisfied, so that one can grasp the concepts. Susskind        lacks such an explanation (though I have not seen all the        videos in the series, so I may be missing something).              [[Mod. note -- It would be useful to have references to the specific       videos and books under discussion. -- jt]]              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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