Given [yth, y²] + = 27¹², i 2 [μ²] = 0μv where is the mostly positive Minkowski metric and are the Pauli ma- trices. Prove that [Yμ₂0pv] - = 2i(nµp Yv - Nµv Yp).
Given [yth, y²] + = 27¹², i 2 [μ²] = 0μv where is the mostly positive Minkowski metric and are the Pauli ma- trices. Prove that [Yμ₂0pv] - = 2i(nµp Yv - Nµv Yp).
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![Given
[7²] + = 27¹²,
i
²2 [μ² Yv] =0μv
where is the mostly positive Minkowski metric and are the Pauli ma-
trices. Prove that
[Υμησον]– = 2(ημεΎν – ημιγρ).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe44e7fdc-f850-4dc9-8247-4240983c667e%2F7d060493-9b65-4431-b4ad-61a56429efe8%2Fu50lpb_processed.png&w=3840&q=75)
Transcribed Image Text:Given
[7²] + = 27¹²,
i
²2 [μ² Yv] =0μv
where is the mostly positive Minkowski metric and are the Pauli ma-
trices. Prove that
[Υμησον]– = 2(ημεΎν – ημιγρ).
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