| Cím: | Obstructions to diagonalization modulo Lorentz ideals. |
| Szerző: | Bercovici, H.; K\'erchy, L.; Kovac, R. |
| Forrás: | Pac. J. Math. 191, No.2, 201-206 (1999) |
| Nyelv: | English |
| Absztrakt: | Summary: We show that the results of {\it G. David} and {\it
D. Voiculescu} [J. Funct. Anal. 94, 14-26 (1990; Zbl 0732.47023)]
concerning the singular values of certain singular integral operators
yield obstruction results for a large class of ideals of compact
operators. Diagonalization results which are counterparts of
some of these obstructions were proved by {\it J.-B. Xia} [J.
Funct. Anal. 145, 491-526 (1997; Zbl 0880.47027)]. |
| Letöltés: | | Zentralblatt |