Introduction to Quantum Field Theory in curved spacetime

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Discussion Overview

The discussion revolves around the challenges and resources related to learning quantum field theory in curved spacetime, including specific texts and their accessibility for students. Participants share their experiences with various textbooks and express differing opinions on their readability and effectiveness for different levels of understanding.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Meta-discussion

Main Points Raised

  • One participant shares a link to a draft textbook on quantum field theory in curved spacetime, mentioning topics like the Unruh effect and Hawking radiation.
  • Another participant provides a link to additional resources from one of the authors of the draft textbook.
  • Mathematical expressions are discussed, with a participant noting the integral of the product of cosine and sine functions equals zero unless the frequencies are equal.
  • Several participants express difficulty with the textbook "Quantum Fields in Curved Space" by Birrell and Davies, comparing it to learning English from a phone directory.
  • One participant suggests that Birrell-Davies is suitable for those with a PhD and prior knowledge of quantum field theory, indicating it may not be appropriate for beginning graduate students.
  • Another participant mentions having no issues with "Large Scale Structure of Spacetime" by Hawking and Ellis, suggesting personal preferences and knowledge influence the perceived difficulty of texts.

Areas of Agreement / Disagreement

Participants generally agree that "Quantum Fields in Curved Space" is challenging for beginners, but opinions diverge on the readability of "Large Scale Structure of Spacetime," with some finding it manageable while others do not.

Contextual Notes

Participants express varying levels of familiarity with the subject matter, which may affect their assessments of the textbooks discussed. The discussion highlights the lack of accessible resources for students in advanced topics of quantum field theory.

Who May Find This Useful

Students and educators in physics, particularly those interested in quantum field theory and its applications in curved spacetime, may find this discussion relevant.

explain
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http://sites.google.com/site/winitzki/" a draft of an introductory textbook on quantum field theory in curved spacetime - free quantum fields in expanding universe, Unruh effect, Hawking radiation, also Casimir effect and some basic stuff on path integrals and effective action. The book is not free - will be published soon...
 
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more from one of the authors:
http://www.theorie.physik.uni-muenchen.de/~serge/
 
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[tex] <cos(nt)|sin(mt)> = \frac {1}{\pi}\int_{-\pi}^{\pi}cos(nt)sin(mt) dt = 0[/tex]
 
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unless n = m
 
explain and robphy, as usual EXCELLENT POSTS! and I am not the type that gives praises for nothing :)

I was struggling with Birrel and Davies "Quantum Fields in Curved Space" which is like trying to learn english from the phone directory lol
 
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You mean that I am not the only one who found "Quantum Fields in Curved Space" difficult? I thought I was failing yet another IQ test.
 
I think Birrell-Davies is pretty much unreadable for a beginning graduate student. If you already have a PhD and have working knowledge of quantum field theory then you can understand Birrell-Davies with considerable effort. In my view this is the case with almost any advanced monograph. Another similar example is Hawking-Ellis "Large scale structure of spacetime" (for classical singularity theorems). The problem is that students in these subjects have only these monographs to study and no other textbooks.
 
Actually I had no problem with "Large scale structure of spacetime". Shows where my preferences and knowledge lie. It, and a few other books, motivated me to study differential geometry as a independent subject.
 

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