\clan {Roman Drnov�ek}

\begin{skupina}{B}

\sprejetoRevija
   {}
   {Invariant subspaces for operator semigroups with commutators of rank at most one}
   {J. Funct.\ Anal.}
   
\end{skupina}    


\begin{skupina}{C}

\objavljenoRevija
% 1.01: {\bf 1}. BERNIK, Janez, DRNOV\v{S}EK, Roman, KOKOL-BUKOV\v{S}EK, Damjana, KO\v{S}IR, Toma\v{z}, OMLADI\v{C}, Matja\v{z}. 
%Reducibility and triangularizability of semitransitive spaces of operators. {\it Houst. j. math.}, 2008, vol. 34, no. 1, str. 235-247. 
%http://www.math.uh.edu/\~{}hjm/Vol34-1.html. $[$COBISS.SI-ID 14647641$]$\\ 
   {J.~Bernik, \crta, D.~Kokol Bukov\v{s}ek, T.~Ko\v{s}ir, M.~Omladi\v{c}}
   {Reducibility and triangularizability of semitransitive spaces of operators}
   {Houston J. Math.} {34} {2008} {1} {235--247}

\end{skupina} 


\begin{skupina}{I}

\razno
   {Mentor pri 3 doktorskih disertacijah in 1 magistrskem delu.} 
\razno
   {5 recenzij �lankov za Mathematical Reviews}

\end{skupina} 


%POZOR: Bibliografija2008.tex > 2008\mat\clani\drnovsek.tex 2748/192: Stevilo neopredeljenih zadetkov: 10
%\razno
% 1.19: {\bf 2}. DRNOV\v{S}EK, Roman. Okayasu, Takateru(J-YAMATSC); Ueta, Yasunori(J-YAMATGS): A condition under which $B=A=U^\ast BU$ follows from $B\leq A\leq U^\ast BU$. (English summary). - Proc. Amer. Math. Soc. 135 (2007), no. 5, 1399--1403 (electronic). {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2276648. http://www.ams.org/mathscinet/pdf/2276648.pdf. $[$COBISS.SI-ID 14549081$]$\\ 

%\razno
% 1.19: %list {\bf 3}. DRNOV\v{S}EK, Roman. Bahri, S. M.: On the extension of a certain class of Carleman operators. (English summary). - Z. Anal. Anwend. 26 (2007), no. 1, 57--64. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2306105. http://www.ams.org/mathscinet/pdf/2306105.pdf. $[$COBISS.SI-ID 14796377$]$\\ 

%\razno
% 1.19: %list {\bf 4}. DRNOV\v{S}EK, Roman. Liu, Mingxue; Liu, Peide (PRC-WUHAN-ST): Modulus hyperinvariant subspaces for quasinilpotent operators at a non-zero positive vector on $l_p$-spaces. (English summary). - Arch. Math. (Basel) 88 (2007), no. 6, 537--546. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2325886. http://www.ams.org/mathscinet/pdf/2325886.pdf. $[$COBISS.SI-ID 14796889$]$\\ 

%\razno
% 1.19: %list {\bf 5}. DRNOV\v{S}EK, Roman. Kitover, A. K.; Wickstead, A. W. (4-QUEEN-PM): Invariant sublattices for positive operators. (English summary). - Indag. Math. (N.S.) 18 (2007), no. 1, 39--60. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2330731. http://www.ams.org/mathscinet/pdf/2330731.pdf. $[$COBISS.SI-ID 14885721$]$\\ 

%\razno
% 1.19: %list {\bf 6}. DRNOV\v{S}EK, Roman. Liu, Mingxue: Common invariant subspaces for finitely quasinilpotent collections of positive operators on a Banach space with a Schauder basis. (English summary). - Rocky Mountain J. Math. 37 (2007), no. 4, 1187--1193. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2360293. http://www.ams.org/mathscinet/pdf/2360293.pdf. $[$COBISS.SI-ID 14885977$]$\\ 

%\razno
% Ured: {\bf 7}. {\it Obzornik za matematiko in fiziko}. Drnov\v{s}ek, Roman (podro\v{c}ni urednik 2001-, odgovorni urednik 2001-). Ljubljana: Dru\v{s}tvo matematikov, fizikov in astronomov Slovenije, 1951-. ISSN 0473-7466. $[$COBISS.SI-ID 753412$]$\\ 

%\razno
% Ment: {\bf 8}. KOSEM, Toma\v{z}{\it . Matri\v{c}ne neenakosti in konveksne funkcije : doktorska disertacija}. Ljubljana: $[$T. Kosem$]$, 2008. 129 str. $[$COBISS.SI-ID 14730073$]$\\ 

%\razno
% Ment: %list {\bf 9}. NOVAK, Nika{\it . Products and sums of quasi-nilpotent operators : doctoral thesis}. Ljubljana: $[$N. Novak$]$, 2008. 98 str. $[$COBISS.SI-ID 14762841$]$\\ 

%\razno
% Ment: %list {\bf 10}. PEPERKO, Aljo\v{s}a{\it . Spektralni radij integralskih operatorjev in spektralni radij matrik v max-algebri : doktorska disertacija}. Ljubljana: $[$A. Peperko$]$, 2008. 108 str. $[$COBISS.SI-ID 243196928$]$\\ 

%\razno
% Ment: {\bf 11}. RATEJ PIRKOVI\v{C}, Sonja{\it . Nenegativne matrike in modeli Leontijeva : magistrsko delo}. Ljubljana: $[$S. Ratej Pirkovi\v{c}$]$, 2008. 115 str. $[$COBISS.SI-ID 14758489$]$\\ 

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