Demonstrate that the operator $Theta=i sigma_{2} mathscr{K}$ defined in Box 29.1 meets all the criteria given there
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Demonstrate that the operator $\Theta=i \sigma_{2} \mathscr{K}$ defined in Box 29.1 meets all the criteria given there for a fermion time-reversal operator: it preserves the norm of a wavefunction, is antilinear, and satisfies $\Theta^{2}=-1$.
Data from Box 29.1
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Related Book For
Symmetry Broken Symmetry And Topology In Modern Physics A First Course
ISBN: 9781316518618
1st Edition
Authors: Mike Guidry, Yang Sun
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