[1] two expressions for the so called GUE minor kernel are presented, one in definition 1.2 and one in the the formulas (5.6) and (5.7). The expressions given in (5.6) and (5.7) are correct, but the expression in definition 1.2 of the paper has to be modified in the case r > s. The proof of the equality of the two expressions for the GUE minor kernel given in the paper was based on lemma 5.6 which is not correct since some terms in the expansion are missing. The correct expansion is given in lemma 1.2 below. ">
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 Electronic Journal of Probability > Vol. 12 (2007) > Paper 37 open journal systems 


Erratum to Eigenvalues of GUE Minors

Kurt Johansson, Swedish Royal Institute of Technology
Eric Nordenstam, Swedish Royal Institute of Technology


Abstract
In the paper [1] two expressions for the so called GUE minor kernel are presented, one in definition 1.2 and one in the the formulas (5.6) and (5.7). The expressions given in (5.6) and (5.7) are correct, but the expression in definition 1.2 of the paper has to be modified in the case r > s. The proof of the equality of the two expressions for the GUE minor kernel given in the paper was based on lemma 5.6 which is not correct since some terms in the expansion are missing. The correct expansion is given in lemma 1.2 below.


Full text: PDF

Pages: 1048-1051

Published on: August 15, 2007
Bibliography
  1. K. Johansson and E. Nordenstam. Eigenvalues of GUE Minors Electronic Journal of Probability 11 (2006) no. 50 Math. Review MR2268547
















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Electronic Journal of Probability. ISSN: 1083-6489