The gamma matrices ##\gamma^{\mu}## are defined by(adsbygoogle = window.adsbygoogle || []).push({});

$$\{\gamma^{\mu},\gamma^{\nu}\}=2g^{\mu\nu}.$$

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There exist representations of the gamma matrices such as the Dirac basis and the Weyl basis.

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Is it possible to prove the relation

$$(\gamma^{\mu})^{\dagger}\gamma^{0}=\gamma^{0}\gamma^{\mu}$$

without alluding to a specific representation?

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# A Hermitian properties of the gamma matrices

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