In the student preface to the prepublication copy of Mark Srednicki's
Quantum Field Theory there is a list of equations serving as kind of a
pop quiz whether you a ready to study QFT. I at least have clue about
all of them except what I will render as:
d(sigma)/d(omega) = | f(theta,phi) | ^2
I'll take a wild stab, and say it is the differential of scattering
cross section with solid angle.
About right? What specifically is f( ) ?
Eric Gisse - 23 Jul 2008 03:12 GMT
> In the student preface to the prepublication copy of Mark Srednicki's
> Quantum Field Theory there is a list of equations serving as kind of a
[quoted text clipped - 7 lines]
>
> About right? What specifically is f( ) ?
Needs more context. The scattering formula has a different form.
Edward Green - 23 Jul 2008 03:50 GMT
> > In the student preface to the prepublication copy of Mark Srednicki's
> > Quantum Field Theory there is a list of equations serving as kind of a
[quoted text clipped - 9 lines]
>
> Needs more context. The scattering formula has a different form.
Heh. There was no more context! This was a recognition quiz.
PD - 23 Jul 2008 03:41 GMT
> In the student preface to the prepublication copy of Mark Srednicki's
> Quantum Field Theory there is a list of equations serving as kind of a
[quoted text clipped - 7 lines]
>
> About right? What specifically is f( ) ?
Well, it's *about* right, but the formula above looks odd to me. I
would have said that f(theta, phi) is the scattering amplitude, but
the differential cross-section is missing a final-state density. Then
the equation would be called the Fermi Golden Rule.