Fredrik Staff Emeritus Science Advisor Homework Helper Insights Author Gold Member Messages 10,876 Reaction score 423 Thread starter May 3, 2009 #1 Top of page 69. I get six second order terms. Two of them cancel. Two are the ones on the right of 3.11. The other two involve KμKμ and KνKν. Why are there no such terms on the right of 3.11? I'm probably just missing something painfully obvious.
Top of page 69. I get six second order terms. Two of them cancel. Two are the ones on the right of 3.11. The other two involve KμKμ and KνKν. Why are there no such terms on the right of 3.11? I'm probably just missing something painfully obvious.
meopemuk Messages 1,768 Reaction score 69 May 3, 2009 #2 Actually, there are more than 6 second-order terms. In order to see all of them, write each exponent as [tex]e^{i \epsilon K_{\mu}} = 1 + i \epsilon K_{\mu} -1/2 \epsilon^2 K_{\mu}^2 + \ldots[/tex]
Actually, there are more than 6 second-order terms. In order to see all of them, write each exponent as [tex]e^{i \epsilon K_{\mu}} = 1 + i \epsilon K_{\mu} -1/2 \epsilon^2 K_{\mu}^2 + \ldots[/tex]
Fredrik Staff Emeritus Science Advisor Homework Helper Insights Author Gold Member Messages 10,876 Reaction score 423 May 3, 2009 #3 Thank you. At least I was right about something: I did miss something painfully obvious.