\clan {Peter �emrl}

%--------------------------------------------------------
%  A. objavljene znanstvene monografije
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%\begin{skupina}{A}

%\disertacija
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%   {UNIVERZA}
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%\magisterij
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%\monografija
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%   Ni podatkov za to sekcijo

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%  B. raziskovalni clanki sprejeti v objavo v znanstvenih
%     revijah in v zbornikih konferenc
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%\begin{skupina}{B}

%\sprejetoRevija
%   {AVTORJI}
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%   {REVIJA}
%\sprejetoZbornik
%   {AVTORJI}
%   {NASLOV}
%   {KONFERENCA}
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\begin{skupina}{B}

\sprejetoRevija
{L.~Rodman, \crta}
{Preservers of generalized orthogonality on finite dimensional real vector and projective spaces}
{Linear Multilinear Algebra}

\sprejetoRevija
{}
{A Characterization of normed spaces among metric spaces}
{Rocky Mountain J. Math.}

\end{skupina}



%\end{skupina} 


%   Ni podatkov za to sekcijo

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%  C. raziskovalni clanki objavljeni v znanstvenih revijah
%     in v zbornikih konferenc
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%\begin{skupina}{C}

%\objavljenoRevija
%   {AVTORJI}
%   {NASLOV}
%   {REVIJA} {LETNIK} {LETO} {STEVILKA} {STRANI}
%\objavljenoZbornik
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%   {KRAJ} {DRZAVA} {MESEC} {LETO} 

%   {ZBORNIK} {STRANI} 

%\end{skupina} 

\begin{skupina}{C}

\objavljenoRevija
% 1.01: %list {\bf 2}. BRE\v{S}AR, Matej, \v{S}EMRL, Peter. An extension of the 
%Gleason-Kahane-\.{Z}elazko theorem: A possible approach to Kaplansky's problem. 
%{\it Expo. math.}, 2008, vol. 26, no 3, str. 269-277. http://dx.doi.org/10.1016/j.exmath.2007.11.004. 
%$[$COBISS.SI-ID 14859353$]$\\ 
%POZOR: Bibliografija2008.tex > 2008\mat\clani\semrl.tex 13229/80: Ne najdem podatka {STEVILKA}
   {M.~Bre\v{s}ar, \crta}
   {An extension of the Gleason-Kahane-\.{Z}elazko theorem: A possible approach to Kaplansky's problem}
   {Expo.\ Math.} {26} {2008} {3} {269--27{7}}

\objavljenoRevija
% 1.01: %list {\bf 8}. CHEBOTAR, M. A., \v{S}EMRL, Peter. Minimal locally linearly dependent spaces 
%of operators. {\it Linear algebra appl.}. $[$Print ed.$]$, 2008, vol. 429, iss. 4, str. 887-900. 
%http://dx.doi.org/10.1016/j.laa.2008.04.017. $[$COBISS.SI-ID 14810969$]$\\ 
   {M.~A.~Chebotar, \crta}
   {Minimal locally linearly dependent spaces of operators}
   {Linear Algebra Appl.} {429} {2008} {4} {8{8}7--90{0}}

\objavljenoRevija
% 1.01: {\bf 1}. HUANG, Wen-ling, \v{S}EMRL, Peter. Adjacency preserving maps on hermitian matrices. 
%{\it Can. j. math.}, 2008, vol. 60, no. 5, str. 1050-1066. http://journals.cms.math.ca/CJM/. 
%$[$COBISS.SI-ID 14901337$]$\\ 
   {W.~Huang, \crta}
   {Adjacency preserving maps on hermitian matrices}
   {Canad.\ J. Math.} {60} {2008} {5} {1050--106{6}}

\objavljenoRevija
% 1.01: %list {\bf 11}. RADJAVI, Heydar, \v{S}EMRL, Peter. Linear maps preserving 
%quasi-commutativity. {\it Stud. Math.}, 2008, vol. 184, no. 2, str. 191-204. 
%$[$COBISS.SI-ID 14614617$]$\\ 
   {H.~Radjavi, \crta}
   {Linear maps preserving quasi-commutativity}
   {Studia Math.} {184} {2008} {2} {191--204}

\objavljenoRevija
% 1.01: %list {\bf 7}. RODMAN, Leiba, \v{S}EMRL, Peter. Orthogonality preserving bijective maps on 
%finite dimensional projective spaces over division rings. {\it Linear multilinear algebra}, 2008, 
%vol. 56, no. 6, str. 647-664. http://dx.doi.org/10.1080/03081080701395772. 
%$[$COBISS.SI-ID 14971225$]$\\ 
   {L.~Rodman, \crta}
   {Orthogonality preserving bijective maps on finite dimensional projective spaces over division rings}
   {Linear Multilinear Algebra} {56} {2008} {6} {647--6{6}4}

\objavljenoRevija
% 1.01: %list {\bf 5}. \v{S}EMRL, Peter. A characterization of normed spaces. {\it J. math. anal. 
%appl.}, 2008, vol. 343, no. 2, str. 1047-1051. http://dx.doi.org/10.1016/j.jmaa.2008.01.103. 
%$[$COBISS.SI-ID 14721369$]$\\ 
   {}
   {A characterization of normed spaces}
   {J. Math.\ Anal.\ Appl.} {343} {2008} {2} {1047--1051}

\objavljenoRevija
% 1.01: %list {\bf 9}. \v{S}EMRL, Peter. Characterizing Jordan automorphisms of matrix algebras 
%through preserving properties. {\it Operators and matrices}, 2008, vol. 2, no. 1, str. 125-136. 
%http://www.ele-math.com/files/oam/2-1/full/oam-02-07.pdf. $[$COBISS.SI-ID 15079001$]$\\ 
   {}
   {Characterizing Jordan automorphisms of matrix algebras through preserving properties}
   {Oper.\ Matrices} {2} {2008} {1} {125--136}

\objavljenoRevija
% 1.08: {\bf 14}. \v{S}EMRL, Peter. Commutativity preserving maps. V: BART, Harm (ur.). 
%{\it Special Issue devoted to selected papers presented at the 13th Conference of the 
%International Linear Algebra Society}, (Linear algebra and its applications, Vol. 429, iss. 5+6). Oxford $[$etc.$]$: Elsevier, 2008, 2008, vol. 429, iss. 5+6, str. 1051-1070. http://dx.doi.org/10.1016/j.laa.2007.05.006. $[$COBISS.SI-ID 14859097$]$\\ 
%POZOR: Bibliografija2008.tex > 2008\mat\clani\semrl.tex 13316/123: Ne najdem podatka {DRZAVA}
%POZOR: Bibliografija2008.tex > 2008\mat\clani\semrl.tex 13316/124: Ne najdem podatka {MESEC}
%POZOR: Bibliografija2008.tex > 2008\mat\clani\semrl.tex 13316/125: Ne najdem podatka {ZBORNIK}
   {}
   {Commutativity preserving maps}
   {Linear Algebra Appl.} {429} {2008} {5+6} {1051--1070} 


\objavljenoRevija
% 1.01: %list {\bf 3}. \v{S}EMRL, Peter. Comparability preserving maps on bounded observables. 
%{\it Integr. equ. oper. theory}, 2008, vol. 62, no. 3, str. 441-454. 
%http://dx.doi.org/10.1007/s00020-008-1627-0. $[$COBISS.SI-ID 15005273$]$\\ 
   {}
   {Comparability preserving maps on bounded observables}
   {Integral Equations Operator Theory} {62} {2008} {3} {4{4}1--454}

\objavljenoRevija
% 1.01: %list {\bf 4}. \v{S}EMRL, Peter. Endomorphisms of matrix semigroups over division rings. 
%{\it Isr. J. Math.}, 2008, vol. 163, str. 125-138. http://dx.doi.org/10.1007/s11856-008-0007-4. 
%$[$COBISS.SI-ID 14651737$]$\\ 
%POZOR: Bibliografija2008.tex > 2008\mat\clani\semrl.tex 13244/141: Ne najdem podatka {STEVILKA}
   {}
   {Endomorphisms of matrix semigroups over division rings}
   {Israel J. Math.} {163} {2008} {STEVILKA} {125--138}

\objavljenoRevija
% 1.01: %list {\bf 10}. \v{S}EMRL, Peter. Nonlinear commutativity-preserving maps on Hermitian 
%matrices. {\it Proc. R. Soc. Edinb., Sect. A, Math.}, 2008, vol. 138, iss. 1, str. 157-168. 
%http://dx.doi.org/10.1017/S0308210506000710. $[$COBISS.SI-ID 14722137$]$\\ 
   {}
   {Nonlinear commutativity-preserving maps on Hermitian matrices}
   {Proc.\ Roy.\ Soc.\ Edinburgh Sect.\ A} {138} {2008} {1} {157--168}

\objavljenoRevija
% 1.01: %list {\bf 6}. \v{S}EMRL, Peter. Similarity preserving linear maps. {\it J. oper. theory}, 
%2008, vol. 60, no. 1, str. 71-83. http://www.mathjournals.org/jot/2008-060-001/2008-060-001-004.html. 
%$[$COBISS.SI-ID 15079257$]$\\ 
   {}
   {Similarity preserving linear maps}
   {J. Operator Theory} {60} {2008} {1} {71--83}

\end{skupina} 

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%  D. urednistvo v znanstvenih revijah in zbornikih
%     znanstvenih konferenc
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%\begin{skupina}{D}

\begin{skupina}{D}

\urednikRevija
{�lan uredni\v skega odbora}
{Linear Algebra and Its Applications}

\urednikRevija
{�lan uredni\v skega odbora}
{Operators and Matrices}

\urednikRevija
{�lan uredni\v skega odbora}
{Linear and Multilinear Algebra}

\urednikRevija
{�lan uredni\v skega odbora}
{Image, Bulletin of the International Linear Algebra Society}

\end{skupina}

%\urednikRevija
%   {OPIS}
%   {REVIJA}
%\urednikZbornik
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%   {KONFERENCA}
%   {KRAJ} {DRZAVA} {MESEC} {LETO} 

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%--------------------------------------------------------
%  E. organizacija mednarodnih in domacih znanstvenih 
%     srecanj
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%\begin{skupina}{E}

%\organizacija
%   {OPIS}
%   {KONFERENCA}
%   {KRAJ} {DRZAVA} {MESEC} {LETO} 

%\end{skupina} 

%   Ni podatkov za to sekcijo

%--------------------------------------------------------
%  F. vabljena predavanja na tujih ustanovah in 
%     mednarodnih konferencah
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%\begin{skupina}{F}

%\predavanjeUstanova
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%\predavanjeKonferenca
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\begin{skupina}{F}

\predavanjeUstanova
{Maps on matrix and operator algebras}
{vabljeno kolokvijsko predavanje}
{University of North Florida}
{Jacksonville}{ZDA}{januar}{2008}

\predavanjeUstanova
{Maps on matrix and operator algebras}
{vabljeno enourno predavanje}
{Laval University}
{Quebec}{Kanada}{februar}{2008}

\predavanjeUstanova
{Maps on matrix and operator algebras}
{vabljeno kolokvijsko predavanje}
{Indian Statistical Institute}
{New Delhi}{Indija}{marec}{2008}

\predavanjeUstanova
{Geometry of matrices}
{vabljeno kolokvijsko predavanje}
{Changsha University}
{Hunan}{Kitajska}{april}{2008}

\predavanjeKonferenca
{Linear preservers - the infinite dimensional case}
{plenarno predavanje}
{2$^{\rm nd}$ International Conference on Linear Preservers and Operator Theory}
{Meknes}{Maroko}{junij}{2008}

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%   Ni podatkov za to sekcijo

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%  G. aktivne udelezbe na mednarodnih in domacih
%     konferencah
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%\konferenca
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%   {KRAJ} {DRZAVA} {MESEC} {LETO} 

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\konferenca
   {Locally linearly dependent operators}
   {15$^{\rm th}$ Conference of the International Linear Algebra Society}
   {Cancun} {Mehika} {junij} {2008} 





\end{skupina} 

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%  H. strokovni clanki
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%\begin{skupina}{H}

%\clanekRevija
%   {AVTORJI}
%   {NASLOV}
%   {REVIJA} {LETNIK} {LETO} {STEVILKA} {STRANI}
%\clanekZbornik
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%   {ZBORNIK} {STRANI} 

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\begin{skupina}{H}

\clanekRevija
% 1.04: {\bf 12}. \v{S}EMRL, Peter. O realnih \v{s}tevilih. {\it Obz. mat. fiz.}, 2008, letn. 55, 
%\v{s}t. 2, str. 64-76. $[$COBISS.SI-ID 14686297$]$\\ 
   {}
   {O realnih \v{s}tevilih}
   {Obz.\ mat.\ fiz.} {55} {2008} {2} {64--76}

\clanekRevija
% 1.04: %list {\bf 13}. \v{S}EMRL, Peter. O dveh funkcijskih ena\v{c}bah in ustreznih neena\v{c}bah. 
%{\it Obz. Mat. Fiz.}, 2008, letn. 55, \v{s}t. 6, str. 209-212. $[$COBISS.SI-ID 15069785$]$\\ 
   {}
   {O dveh funkcijskih ena\v{c}bah in ustreznih neena\v{c}bah}
   {Obz.\ mat.\ fiz.} {55} {2008} {6} {209--212}

\end{skupina} 

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%  I. razno
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%\begin{skupina}{I}

%\razno
%   {OPIS} 

\begin{skupina}{I}

\razno
   {8 recenzij za Mathematical Reviews}
\razno
   {�lan International Linear Algebra Society Advisory Committee}

\end{skupina} 





%\end{skupina} 

%\begin{skupina}{I}
%POZOR: Bibliografija2008.tex > 2008\mat\clani\semrl.tex 13418/299: Stevilo neopredeljenih zadetkov: 10
%\razno
% 1.19: {\bf 15}. \v{S}EMRL, Peter. Du, Shuanping (PRC-XIAM); Hou, Jinchuan; Bai, Zhaofang (PRC-XIAM): Nonlinear maps preserving similarity on B(H). (English summary). - Linear Algebra Appl. 422 (2007), no. 2-3, 506--516. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2305136. http://www.ams.org/mathscinet. $[$COBISS.SI-ID 14828377$]$\\ 

%\razno
% 1.19: %list {\bf 16}. \v{S}EMRL, Peter. Gau, Hwa-Long (RC-NATC); Li, Chi-Kwong (1-CWM) $C^\ast$-isomorphisms, Jordan isomorphisms, and numerical range preserving maps. (English summary). - Proc. Amer. Math. Soc. 135 (2007), no. 9, 2907--2914 (electronic). {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2317968. http://www.ams.org/mathscinet. $[$COBISS.SI-ID 14828633$]$\\ 

%\razno
% 1.19: %list {\bf 17}. \v{S}EMRL, Peter. Hadwin, Don (1-NH-MS); Nordgren, Eric (1-NH-MS); Rosenthal, Peter (3-TRNT): On the operator equation $AXB+CYD=Z$. (English summary). - Oper. Matrices 1 (2007), no. 2, 199--207. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2327580. http://www.ams.org/mathscinet. $[$COBISS.SI-ID 14828889$]$\\ 

%\razno
% 1.19: %list {\bf 18}. \v{S}EMRL, Peter. Liu, Jung-Hui (RC-SYS); Wong, Ngai-Ching (RC-SYS): Local automorphisms of operator algebras. (English summary). - Taiwanese J. Math. 11 (2007), no. 3, 611--619. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2340153. http://www.ams.org/mathscinet. $[$COBISS.SI-ID 14829145$]$\\ 

%\razno
% 1.19: %list {\bf 19}. \v{S}EMRL, Peter. Hou, Jinchuan; Li, Chi-Kwong (1-CWM); Wong, Ngai-Ching (RC-SYS-AM): Jordan isomorphisms and maps preserving spectra of certain operator products. (English summary). - Studia Math. 184 (2008), no. 1, 31--47. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2365474. http://www.ams.org/mathscinet. $[$COBISS.SI-ID 14829657$]$\\ 

%\razno
% 1.19: %list {\bf 20}. \v{S}EMRL, Peter. Mbekhta, Mostafa (F-LILL): Linear maps preserving the generalized spectrum. (English summary). - Extracta Math. 22 (2007), no. 1, 45--54. {\it MathSciNet}. $[$Spletna izd.$]$, 2008, mR2368700. http://www.ams.org/mathscinet. $[$COBISS.SI-ID 14829401$]$\\ 

%\razno
% 1.25: {\bf 21}. OMLADI\v{C}, Matja\v{z}, \v{S}EMRL, Peter, REPOV\v{S}, Du\v{s}an, \v{Z}IBERNA, Ale\v{s}, ZAVER\v{S}NIK, Matja\v{z}, KALI\v{S}NIK, Jure, KLAV\v{Z}AR, Sandi, \v{Z}EROVNIK, Janez, MALE\v{S}I\v{C}, Jo\v{z}e, JUVAN, Martin, ZALO\v{Z}NIK, Ale\v{s}, MR\v{C}UN, Janez. Raziskovalni uspehi. V: KLAV\v{Z}AR, Sandi (ur.), MR\v{C}UN, Janez (ur.). {\it Predstavitev In\v{s}tituta za matematiko, fiziko in mehaniko}. Ljubljana: IMFM, 2008, str. 29-46. $[$COBISS.SI-ID 14691161$]$\\ 

%\razno
% Ured: {\bf 23}. {\it Linear \& multilinear algebra}. \v{S}emrl, Peter (\v{c}lan uredni\v{s}kega odbora 2001-). New York: Gordon and Breach, 1973-. ISSN 0308-1087. $[$COBISS.SI-ID 25872128$]$\\ 

%\razno
% Ured: %list {\bf 24}. {\it Linear algebra and its applications}. \v{S}emrl, Peter (\v{c}lan uredni\v{s}kega odbora 2005-). $[$Print ed.$]$. New York: North Holland, 1968-. ISSN 0024-3795. $[$COBISS.SI-ID 1119247$]$\\ 

%\razno
% Ured: %list {\bf 25}. {\it Operators and matrices}. \v{S}emrl, Peter (\v{c}lan uredni\v{s}kega odbora 2006-). Zagreb: Element, 2007-. $[$COBISS.SI-ID 14272089$]$\\ 

%\end{skupina} 

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%  tuji gosti
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%\begin{seznam}
%\gost {IME} {TRAJANJE} {USTANOVA} {KRAJ} {DRZAVA} {MESEC} {LETO} {POVABILO}

%\begin{seznam}
%\gost{Chi-Kwong Li} {7 dni} {College of William and Mary} {Williamsburg} {ZDA} {december} 
%{2008} {Petra \v Semrla}
%\end{seznam}


%\end{seznam} 

%--------------------------------------------------------
%  gostovanja
%--------------------------------------------------------

%\begin{seznam}
%\gostovanje {IME} {TRAJANJE} {USTANOVA} {KRAJ} {DRZAVA} {MESEC} {LETO}

%\begin{seznam}
%\gostovanje {Peter \v Semrl} {7 dni} {College of William and Mary} {Williamsburg} {ZDA} 
%{november} {2008}
%\end{seznam}

%\end{seznam} 
