Standard
A Remark on the Similarity and Perturbation Problems. / Cameron, J. ; Christensen, Erik; Sinclair, A. M. ; Smith, R. R.; White, S.; Wiggins, A. D.
I:
Mathematical Reports of the Academy of Science, Bind 35, Nr. 2, 2013.
Publikation: Bidrag til tidsskrift › Tidsskriftartikel › Forskning › fagfællebedømt
Harvard
Cameron, J, Christensen, E, Sinclair, AM, Smith, RR, White, S & Wiggins, AD 2013, 'A Remark on the Similarity and Perturbation Problems', Mathematical Reports of the Academy of Science, bind 35, nr. 2.
APA
Cameron, J., Christensen, E., Sinclair, A. M., Smith, R. R., White, S., & Wiggins, A. D. (2013). A Remark on the Similarity and Perturbation Problems. Mathematical Reports of the Academy of Science, 35(2).
Vancouver
Cameron J, Christensen E, Sinclair AM, Smith RR, White S, Wiggins AD. A Remark on the Similarity and Perturbation Problems. Mathematical Reports of the Academy of Science. 2013;35(2).
Author
Cameron, J. ; Christensen, Erik ; Sinclair, A. M. ; Smith, R. R. ; White, S. ; Wiggins, A. D. / A Remark on the Similarity and Perturbation Problems. I: Mathematical Reports of the Academy of Science. 2013 ; Bind 35, Nr. 2.
Bibtex
@article{c59eea765a534579b80ed78fd7610af0,
title = "A Remark on the Similarity and Perturbation Problems",
abstract = "In this note we show that Kadison's similarity problem for C*-algebras is equivalent to a problem in perturbation theory: must close C*-algebras have close commutants? ",
author = "J. Cameron and Erik Christensen and Sinclair, {A. M.} and Smith, {R. R.} and S. White and Wiggins, {A. D.}",
year = "2013",
language = "English",
volume = "35",
journal = "Mathematical Reports of the Academy of Science",
issn = "0706-1994",
publisher = "Royal Society of Canada",
number = "2",
}
RIS
TY - JOUR
T1 - A Remark on the Similarity and Perturbation Problems
AU - Cameron, J.
AU - Christensen, Erik
AU - Sinclair, A. M.
AU - Smith, R. R.
AU - White, S.
AU - Wiggins, A. D.
PY - 2013
Y1 - 2013
N2 - In this note we show that Kadison's similarity problem for C*-algebras is equivalent to a problem in perturbation theory: must close C*-algebras have close commutants?
AB - In this note we show that Kadison's similarity problem for C*-algebras is equivalent to a problem in perturbation theory: must close C*-algebras have close commutants?
M3 - Journal article
VL - 35
JO - Mathematical Reports of the Academy of Science
JF - Mathematical Reports of the Academy of Science
SN - 0706-1994
IS - 2
ER -
