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Solution Manual For Accounting
The problem is on pages 323 and 324 of the second edition.
Homework Statement
Given the lagrangian [tex]mathcal{L} = -frac{1}{4}F_{munu}(x)F^{munu}(x) - frac{1}{2alpha}(partial_{mu}A^{mu})^2[/tex]
show that the momentum space photon propoagator is given by [tex]D_F^{munu}(k) = frac{-g^{munu} + delta k^{mu}k^{nu}/k^2}{k^2 + iepsilon}[/tex]
Homework Equations
[tex]delta = 1 - alpha^{-1}[/tex]
The Attempt at a Solution
I can solve this problem if I set [tex]delta = 1 - alpha[/tex] but not with the delta stated in the book. My question is this:
Solution Manual Financial Accounting
Should the book say [itex]delta = 1 - alpha[/itex] and not [itex]delta = 1 - alpha^{-1}[/itex]?
Solutions Manual Managerial Accounting
This question and this question only. The meat of the answer will be one word.