Autorica s RGN fakulteta objavila je rad u časopisu LINEAR ALGEBRA AND ITS APPLICATIONS

Preslikavanja koja čuvaju izvjesna svojstva, poput ortogonalnosti, spektra ili ranga, aktivno se proučavaju u teoriji operatora. Proučavanje takvih preslikavanja pridonosi boljem razumijevanju raznih struktura koje se pojavljuju u teoriji operatora, odnosno relacijama među njima. U ovom se radu opisuje klasa surjektivnih (konjugirano) linearnih preslikavanja koja djeluju među algebrama ograničenih linearnih operatora na Hilbertovim prostorima i čuvaju jaku Birkhoff-Jamesovu ortogonalnost u oba smjera.          

Puna referenca prema WoS-u:

Operators preserving the strong Birkhoff-James orthogonality on B(H)
By: By: Arambasic, L (Arambasic, Ljiljana) ; Rajic, R (Rajic, Rajna)
LINEAR ALGEBRA AND ITS APPLICATIONS
Volume: 471  Pages: 394-404
DOI: 10.1016/j.laa.2015.01.011
(The authors of Operators preserving the strong Birkhoff-James orthogonality on B(H) are on ResearchGate but haven't yet made the full-text available for download)
http://www.researchgate.net/profile/Rajna_Rajic/publications
Published: APR 15 2015

Nakladnik (izdavač), ISSN

Publisher: ELSEVIER SCIENCE INC
ISSN: 0024-3795
eISSN: 1873-1856
http://goo.gl/oQo0NX (abstract)

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Časopis je indeksiran u Current Contents-u:

Categories / Classification
Research Areas: Mathematics
CC Editions/Collections: Physical, Chemical & Earth Sciences (PCES)
Discipline: MATHEMATICS