Show that (P_{0}^{2}) defined in Eq. (20.18) and (N_{z}) defined in Eq. (20.7c) are equivalent. Thus the

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Show that $P_{0}^{2}$ defined in Eq. (20.18) and $N_{z}$ defined in Eq. (20.7c) are equivalent. Thus the expectation value of either serves as an antiferromagnetic order parameter.

Data from Eq. 20.7c

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Data from Eq. 20.18

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Symmetry Broken Symmetry And Topology In Modern Physics A First Course

ISBN: 9781316518618

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Authors: Mike Guidry, Yang Sun

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Show that (P_{0}^{2}) defined in Eq. (20.18) and (N_{z}) defined in Eq. (20.7c) are equivalent. Thus the

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N == Na = = E T T T ) ( 0 | 0 | c 0) {o'm Cromp '

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Symmetry Broken Symmetry And Topology In Modern Physics A First Course

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