Nonuniqueness of Kivelson, Kallin, Arovas and Schrieffer' fractional charge

Details Nonuniqueness of Kivelson, Kallin, Arovas and Schrieffer' fractional charge Nonuniqueness of Kivelson, Kallin, Arovas and Schrieffer' fractional charge

2002-11-27

arxiv.org/abs/cond-mat/0211621v1

Physics

Condensed Matter

Mesoscale and Nanoscale Physics

5 pages TeX

Scientific paper

It is found that the magnetic length has not been treated correctly to
calculate the classical action. In fact, the charge and the magnetic length
have not been resolved. It is of serious consequences because fractional charge
completely disappears and only the flux area, $\l_o^2$ becomes fractional. The
results of Kivelson et al are therefore not unique.

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