On the Conductance Sum Rule for the Hierarchical Edge States of the
  Fractional Quantum Hall Effect

A. H. MacDonald; A. H. MacDonald; A. H. MacDonald; B. Blok; B. I. Halperin; B. I. Halperin; B. Sakita; C. W. J. Beenakker; D. C. Tsui; D. H. Lee; F. D. M. Haldane; M. Stone; R. B. Laughlin; R. Prange; X. G. Wen; X. G. Wen; X. G. Wen; Yi-Xin Chen; Zhao-Bin Su; Zhong-Shui Ma; Zhong-Shui Ma

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On the Conductance Sum Rule for the Hierarchical Edge States of the Fractional Quantum Hall Effect

Authors: A. H. MacDonald
A. H. MacDonald
A. H. MacDonald
B. Blok
B. I. Halperin
B. I. Halperin
B. Sakita
C. W. J. Beenakker
D. C. Tsui
D. H. Lee
F. D. M. Haldane
M. Stone
R. B. Laughlin
R. Prange
X. G. Wen
X. G. Wen
X. G. Wen
Yi-Xin Chen
Zhao-Bin Su
Zhong-Shui Ma
Zhong-Shui Ma
Publication date: 28 September 1993
Publisher: 'American Physical Society (APS)'
Doi

Abstract

The conductance sum rule for the hierarchical edge channel currents of a Fractional Quantum Hall Effect state is derived analytically within the Haldane-Halperin hierarchy scheme. We provide also an intuitive interpretation for the hierarchical drift velocities of the edge excitations.Comment: 11 pages, no figure, Revtex 3.0, IC/93/329, ASITP-93-5

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