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I don't know how to input a single gamma matrix such as \gamma^0, \gamma^1 and so on. In physics, the square of \gamma^0 satisfies (\gamma^0)^2 = 1. However, if I input "GA[LorentzIndex[0]]", I find that "DiracSimplify[GA[LorentzIndex[0],LorentzIndex[0]]" is equal to 4, and if I input "GA[0]", I find that "DiracSimplify[GA[0,0]" is equal to "DiracGamma(0).DiracGamma(0)", which is not I expect.

Why I can not conduct \gammma^0 like \gamma^5? We can see that "DiracSimplify[GA[5, 5]]" is exactly equal to 1! It's wonderful.

I want to find a command for \gamma^0 matrix which works like the \gamma^5 case. But I can not find the way. So I really want to get help from you.

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**Next message:**Frederik Orellana: "Re: a problem about \gamma^0 matrix"**Previous message:**rolf@mertig.com: "Re: Problems using Tr[] and DiracSimplify[] with GA[5]"**Next in thread:**Frederik Orellana: "Re: a problem about \gamma^0 matrix"**Reply:**Frederik Orellana: "Re: a problem about \gamma^0 matrix"**Maybe reply:**zwhuang: "a problem about \gamma^0 matrix"**Messages sorted by:**[ date ] [ thread ] [ subject ] [ author ]**Mail actions:**[ respond to this message ] [ mail a new topic ]

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