\clan {Alja� Zalar}

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%  B. raziskovalni clanki sprejeti v objavo v znanstvenih revijah in v zbornikih konferenc
%--------------------------------------------------------------------------

\begin{skupina}{B}

\sprejetoRevija
   {}
   {Operator Positivstellens\"atze for noncommutative polynomials positive on matrix convex sets}
   {J.\ Math.\ Anal.\ Appl.}
   
\end{skupina}

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

\objavljenoRevija
% 1.01: {\bf 1}. ZALAR, Alja\v{z}. Matrix Fej\'{e}r-Riesz theorem with gaps. {\it Journal of Pure and Applied Algebra}, 
%2016, vol. 220, iss. 7, str. 2533-2548. $[$COBISS.SI-ID 17668441$]$\\ 
   {}
   {Matrix Fej\'{e}r-Riesz theorem with gaps}
   {J. Pure Appl.\ Algebra} {220} {2016} {} {253{3}--2548}

\end{skupina} 


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

\predavanjeUstanova
   {Operator Positivstellens\"atze for noncommutative polynomials positive on matrix convex sets}
   {Algebra and Geometry seminar}
   {University of Auckland} 
   {Auckland}{Nova Zelandija} {marec} {2016}

\end{skupina}

%--------------------------------------------------------
%  G. aktivne udelezbe na mednarodnih in domacih
%     konferencah
%--------------------------------------------------------

\begin{skupina}{G}

%\konferenca
%   {NASLOV}
%   {KONFERENCA}
%   {KRAJ} {DRZAVA} {MESEC} {LETO} 

\konferenca
   {Operator Positivstellens\"atze for noncommutative polynomials positive on matrix convex sets}
   {International Workshop on Operator Theory and Applications (IWOTA)}
   {St. Louis} {ZDA} {julij} {2016}

\konferenca
   {Univariate matrix polynomials positive semidefinite on semialgebraic sets}
   {Summer School on Real Algebraic Geometry and Optimization}
   {Georgia Tech, Atlanta}{ZDA} {julij} {2016}

\end{skupina} 

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%  gostovanja
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%\begin{seznam}
%\gostovanje {Alja� Zalar} {5 mesecev} {University of Auckland, Department of Mathematics} {Auckland} {Nova Zelandija} {januar/maj} {2016}
%\end{seznam}

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