hennin Posted June 5, 2015 Posted June 5, 2015 (edited) I am studying Srednicki textbook on QFT. I don't know how to compute effective (quantum) potential in \phi^3 theory with 1-loop. Thanks Edited June 5, 2015 by hennin
Mordred Posted June 5, 2015 Posted June 5, 2015 http://www.google.ca/url?q=http://www.physics.indiana.edu/~dermisek/QFT_09/qft-II-1-4p.pdf&sa=U&ei=O_dwVa3uDpHEogSEr4CwDQ&ved=0CBEQFjAB&sig2=1pnEbdsXXdJ2Mzsdh1sGkw&usg=AFQjCNHv7GFr52tusiM5NDgJH7bsH2LqOg This article covers phi^3 with one path
hennin Posted June 5, 2015 Author Posted June 5, 2015 There is no comment about quantum effective potential.
Mordred Posted June 5, 2015 Posted June 5, 2015 Yeah I've been digging for \phi^3 specific literature. Keep finding \phi^4.
Mordred Posted June 10, 2015 Posted June 10, 2015 (edited) You have presented a very specific QM model. I have been searching for the specific change between [latex]\phi^3[/latex] and [latex]\phi^4[/latex] (the latter being far more common). QM isn't my strongest point lol. Language of QM irritates me, yet I have a stronger understanding of QFT fields. As you have posed a very interesting topic (at least to me).As I have time, I will do my best to assist. (PS keep in mind RL. I just got home from 50 Km north pole). Must give quality time with wife lol.. (( repeat it like a Katra, Quality time, Quality time, Quality time......) [ let her set the schedule, you know nothing, Danielson) Edited June 10, 2015 by Mordred
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