More than one Poincare-invariant vacuum in case of spontaneous symmetry breaking?
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Hey mate ^_^
Yeah...!!! It is said in axiomatic quantum field theory approach that Poincare-invariant vacuum is unique. However, in case of spontaneous symmetry breaking - such as Mexican hat example - it seems that more than one Poincare-invariant vacuum exists, even considering for quantum corrections.
#Be Brainly❤️
Yeah...!!! It is said in axiomatic quantum field theory approach that Poincare-invariant vacuum is unique. However, in case of spontaneous symmetry breaking - such as Mexican hat example - it seems that more than one Poincare-invariant vacuum exists, even considering for quantum corrections.
#Be Brainly❤️
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Hiii there
It is said in axiomatic quantum field theory approach that Poincare-invariant vacuum is unique. However, in case of spontaneous symmetry breaking - such as Mexican hat example - it seems that more than one Poincare-invariant vacuum exists, even considering for quantum corrections.
Hope it helps
It is said in axiomatic quantum field theory approach that Poincare-invariant vacuum is unique. However, in case of spontaneous symmetry breaking - such as Mexican hat example - it seems that more than one Poincare-invariant vacuum exists, even considering for quantum corrections.
Hope it helps
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