- #1
Karlisbad
- 131
- 0
I know someone posted it before..but i would like to know if given the factor:
[tex] e^{(i/\hbar)S[\phi]} [/tex] (1)
and knowing the progpagator satisfies:
[tex] \Psi (x2,t2)=\int_{-\infty}^{\infty}dxdtK(x2,t2,x1,t1)\Psi(x1,t1) [/tex]
Where S is the action and the propagator is related to (1)
:zzz:
[tex] e^{(i/\hbar)S[\phi]} [/tex] (1)
and knowing the progpagator satisfies:
[tex] \Psi (x2,t2)=\int_{-\infty}^{\infty}dxdtK(x2,t2,x1,t1)\Psi(x1,t1) [/tex]
Where S is the action and the propagator is related to (1)
:zzz: