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We use the term "robust" PT-symmetric phase provided that limN→γPT(N)>0. This usage is different from that in Ref. [12], but is consistent with that in Ref. [14]
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We use the term "robust" PT-symmetric phase provided that limN→γPT(N)>0. This usage is different from that in Ref. [12], but is consistent with that in Ref. [14].
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This is strictly true only when N=4p+1. For N=4p-1, as γ increases, the number of real eigenvalues reduces from 7→3→5→1.
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This is strictly true only when N = 4 p + 1. For N = 4 p - 1, as γ increases, the number of real eigenvalues reduces from 7 → 3 → 5 → 1.
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