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An Introduction To Quantum Field Theory (Frontiers in Physics) by
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Jane Doe
is on page 176 of 864
TIL there is something called "Furry's theorem" in QED and it suddenly dawned upon me that I have no idea what furries are, despite seemingly half the internet being populated with them
— Jan 21, 2019 04:52PM
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Jane Doe
is on page 131 of 864
Chapter 4: Not sure if like that the quantization of the EM field and the derivation of the photon propagator are postponed to several chapters after introducing the Feynman rules for QED. Would not have taken up that much space (my lecture script does this in about 4 pages). But I do appreciate the stepwise build-up from Phi^4 theory to Yukawa theory to QED.
— Jan 13, 2019 03:17AM
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Jane Doe
is on page 98 of 864
Quantum field theory is literally black magic
— Jan 11, 2019 10:42AM
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Jane Doe
is on page 82 of 864
Wow. Wasn't aware that not only Feynman, but also Tomonaga and Schwinger each developed their own reformulation of QM in order to simplify the perturbation series for QED. I just assumed they collaborated with Feynman on the path integral formulation since they share a Nobel prize. Very interesting. Maybe I'll check out that QED history book by Schweber (1994).
— Jan 05, 2019 06:53PM
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Jane Doe
is on page 78 of 864
The QED Lagrangian accounts for "nearly all observed phenomena from macroscopic scales down to 10^-13 m". This is indeed quite astonishing.
— Jan 05, 2019 06:25PM
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