We saw in the text that ([phi(vec{x}, t), phi(vec{y}, t)]=0) for a bosonic field. Show also that

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We saw in the text that $[\phi(\vec{x}, t), \phi(\vec{y}, t)]=0$ for a bosonic field. Show also that $\{\psi(\vec{x}, t), \psi(\vec{y}, t)\}=0$ for a fermion. What relation will we have for the product $\phi(\vec{x}, t) \psi(\vec{y}, t)$ ?

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Quantum Mechanics A Graduate Course

ISBN: 9781108838733

1st Edition

Authors: Horatiu Nastase

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Question Posted: Mar 27, 2024 05:02 AM

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We saw in the text that ([phi(vec{x}, t), phi(vec{y}, t)]=0) for a bosonic field. Show also that

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Quantum Mechanics A Graduate Course

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