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- W2991692506 abstract "The anomaly equation ${ensuremath{partial}}_{ensuremath{mu}}$${J}_{5}$${}^{ensuremath{mu}}$=-(${e}^{2}$/8${ensuremath{pi}}^{2}$ ${ensuremath{Elzxh}}^{2}$c) (${F}_{ensuremath{lambda}ensuremath{sigma}}^{mathrm{*}}$${F}^{ensuremath{lambda}ensuremath{sigma}}$) is used to derive a relationship between the filling factor (ensuremath{nu}) and the Hall conductance on the gate capacitor of a field-effect-transistor device. In addition, the chiral phase (ensuremath{theta}) states are shown to be related to those of the filling factor by ensuremath{Vert}ensuremath{theta}〉=ensuremath{Vert}2ensuremath{pi}ensuremath{nu}〉. .AE" @default.
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- W2991692506 date "1984-10-01" @default.
- W2991692506 modified "2023-09-23" @default.
- W2991692506 title "Implications of the chiral anomaly for quantum Hall effect devices" @default.
- W2991692506 hasPublicationYear "1984" @default.
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