\clan {Vicen\c{t}iu R\u{a}dulescu}

%--------------------------------------------------------
%  A. objavljene znanstvene monografije
%--------------------------------------------------------

%\begin{skupina}{A}

%\disertacija
%   {NASLOV}
%   {UNIVERZA}
%   {FAKULTETA}
%   {ODDELEK}
%   {KRAJ} {DRZAVA} {LETO} 

%\magisterij
%   {NASLOV}
%   {UNIVERZA}
%   {FAKULTETA}
%   {ODDELEK}
%   {KRAJ} {DRZAVA} {LETO} 

%\monografija
%   {AVTORJI}
%   {NASLOV}
%   {ZALOZBA}
%   {KRAJ} {DRZAVA} {LETO} 

%\end{skupina} 

%\begin{skupina}{A}

\begin{skupina}{A}

% 2.01: {\bf 15}. MOLICA BISCI, Giovanni, R\v{A}DULESCU, Vicen\c{t}iu, SERVADEI, Raffaella{\it Variational methods for nonlocal fractional problems}, 
%(Encyclopedia of mathematics and its applications, 162). Cambridge: Cambridge University Press, cop. 2016. XVI, 383 str. ISBN 978-1-107-11194-3.  
%$[$COBISS.SI-ID 17642841$]$\\ 
\monografija
   {G.~Molica Bisci, \crta, R.~Servadei}
   {Variational methods for nonlocal fractional problems}
   {Cambridge University Press}
   {Cambridge} {Velika Britanija} {2016} 

\end{skupina} 

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

%\begin{skupina}{B}

%\sprejetoRevija
%   {AVTORJI}
%   {NASLOV}
%   {REVIJA}
%\sprejetoZbornik
%   {AVTORJI}
%   {NASLOV}
%   {KONFERENCA}
%   {KRAJ} {DRZAVA} {MESEC} {LETO} 

%\SprejetoRevija
%% 1.01: %list {\bf 5}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu, REPOV\v{S}, Du\v{s}an. 
%%Sensitivity analysis for optimal control problems governed by nonlinear evolution inclusions. {\it Advances in nonlinear analysis}, 
%%2016, 37str. $[$COBISS.SI-ID 17696089$]$\\ 
%%POZOR: Bibliografija2016.tex > 2016\mat\clani\papageorgiou.tex 8074/229: Ne najdem podatka {STEVILKA}
%%POZOR: Bibliografija2016.tex > 2016\mat\clani\papageorgiou.tex 8074/230: Ne najdem podatka {STRANI}
%   {N.~S.~Papageorgiou, \crta, D.~Repov�}
%   {Sensitivity analysis for optimal control problems governed by nonlinear evolution inclusions}
%   {Adv.\ Nonlinear Anal.}
%
%\sprejetoRevija
%%{\bf 7}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu.
%%Noncoercive resonant $(p,2)$-equations. {\it Applied mathematics and
%%optimization}, 2016, 19 str.
%%$[$COBISS.SI-ID 17803865$]$\\
%   {N.~Papageorgiou, \crta}
%   {Noncoercive resonant $(p,2)$-equations}
%   {Appl.\ Math.\ Optim.}
%
%\sprejetoRevija
%%{\bf 8}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu,
%%REPOV\v{S}, Du\v{s}an. Nonlinear elliptic inclusions with unilateral
%%constraint and dependence on the gradient. {\it Applied mathematics and
%%optimization}, 2016, 23 str.
%%$[$COBISS.SI-ID 17801305$]$\\
%   {N.~Papageorgiou, \crta, D.~Repov�}
%   {Nonlinear elliptic inclusions with unilateral constraint and dependence on the gradient}
%   {Appl.\ Math.\ Optim.}
%
%\sprejetoRevija
%%{\bf 9}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu,
%%REPOV\v{S}, Du\v{s}an. On a class of parametric $(p, 2)$-equations. {\it
%%Applied mathematics and optimization}, 2016, 36 str.
%%$[$COBISS.SI-ID 17592153$]$\\
%   {N.~Papageorgiou, \crta, D.~Repov�}
%   {On a class of parametric $(p, 2)$-equations}
%   {Appl.\ Math.\ Optim.}
%
%\sprejetoRevija
%%{\bf 30}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu.
%%Robin problems near resonance at any nonprincipal eigenvalue. {\it Results
%%in mathematics}, 2016, 24 str.
%%$[$COBISS.SI-ID 17804121$]$\\
%   {N.~Papageorgiou, \crta}
%   {Robin problems near resonance at any nonprincipal eigenvalue}
%   {Results Math.}
%
%\sprejetoRevija
%%{\bf 30}. M\v{A}LIN, Maria, R\v{A}DULESCU, Vicen\c{t}iu. Infinitely many
%%solutions for a nonlinear difference equation with oscillatory
%%nonlinearity. {\it Ricerche di Matematica}, 2016, 16 str.
%%$[$COBISS.SI-ID 17641817$]$\\
%   {M.~M\v{a}lin, \crta}
%   {Infinitely many solutions for a nonlinear difference equation with oscillatory nonlinearity}
%   {Ric.\ Mat.}


%\end{skupina} 


%   Ni podatkov za to sekcijo

%--------------------------------------------------------
%  C. raziskovalni clanki objavljeni v znanstvenih revijah
%     in v zbornikih konferenc
%--------------------------------------------------------

%\begin{skupina}{C}

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

%   {ZBORNIK} {STRANI} 

%\end{skupina} 

\begin{skupina}{C}



\objavljenoRevija
% 1.01: %list {\bf 13}. ABDELWAHED, Mohamed, CHORFI, Nejmeddine, R\v{A}DULESCU, Vicen\c{t}iu. Numerical solutions to 
%heat equations via the spectral method. {\it Electronic journal of differential equations},  2016, vol. 2016, no. 68, str. 1-11. 
%$[$COBISS.SI-ID 17672793$]$\\ 
   {M.~Abdelwahed, N.~Chorfi, \crta}
   {Numerical solutions to heat equations via the spectral method}
   {Electron.\ J. Differential Equations} {2016} {2016} {} {1--1{1}}

\objavljenoRevija
% 1.01: %list {\bf 10}. AFROUZI, Ghasem A., MIRZAPOUR, Maryam, R\v{A}DULESCU, Vicen\c{t}iu. Nonlocal fourth-order Kirchhoff 
%systems with variable growth: low and high energy solutions. {\it Collectanea mathematica},  2016, vol. 67, no. 2, str. 207-226. 
%$[$COBISS.SI-ID 17566041$]$\\ 
   {G.~A.~Afrouzi, M.~Mirzapour, \crta}
   {Nonlocal fourth-order Kirchhoff systems with variable growth: low and high energy solutions}
   {Collect.\ Math.} {67} {2016} {} {207--226}

\objavljenoRevija
% 1.01: %list {\bf 27}. AFROUZI, Ghasem A., MIRZAPOUR, Maryam, R\v{A}DULESCU, Vicen\c{t}iu. Qualitative analysis of solutions 
%for a class of anisotropic elliptic equations with variable exponent. {\it Proceedings of the Edinburgh Mathematical Society}, 
%2016, vol. 59, iss. 3, str. 541-557. $[$COBISS.SI-ID 17559385$]$\\ 
   {G.~A.~Afrouzi, M.~Mirzapour, \crta}
   {Qualitative analysis of solutions for a class of anisotropic elliptic equations with variable exponent}
   {Proc.\ Edinb.\ Math.\ Soc.\ (2)} {59} {2016} {3} {541--5{5}7}

\objavljenoRevija
% 1.01: %list {\bf 24}. ALLECHE, Boualem, R\v{A}DULESCU, Vicen\c{t}iu. Set-valued equilibrium problems with applications 
%to Browder variational inclusions and to fixed point theory. {\it Nonlinear analysis: real world applications}, 
%2016, vol. 28, str. 251-268. $[$COBISS.SI-ID 17523289$]$\\ 
   {B.~Alleche, \crta}
   {Set-valued equilibrium problems with applications to Browder variational inclusions and to fixed point theory}
   {Nonlinear Anal.\ Real World Appl.} {28} {2016} {} {251--268}

\objavljenoRevija
% 1.01: %list {\bf 22}. ALLECHE, Boualem, R\v{A}DULESCU, Vicen\c{t}iu. Solutions and approximate solutions of quasi-equilibrium 
%problems in Banach spaces. {\it Journal of optimization theory and applications}, 2016, vol. 170, iss. 2, str. 629-649. 
%$[$COBISS.SI-ID 17568345$]$\\ 
   {B.~Alleche, \crta}
   {Solutions and approximate solutions of quasi-equilibrium problems in Banach spaces}
   {J. Optim.\ Theory Appl.} {170} {2016} {} {629--649}

\objavljenoRevija
% 1.01: %list {\bf 15}. ALSAEDI, Ramzi, M\^{A}AGLI, Habib, R\v{A}DULESCU, Vicen\c{t}iu, ZEDDINI, Noureddine. Entire bounded 
%solutions versus fixed points for nonlinear elliptic equations with indefinite weigh. {\it Fixed Point Theory}, 
%2016, vol. 17, no. 2, str. 255-266. $[$COBISS.SI-ID 17802329$]$\\ 
   {R.~Alsaedi, H.~M\^{a}agli, \crta, N.~Zeddini}
   {Entire bounded solutions versus fixed points for nonlinear elliptic equations with indefinite weigh}
   {Fixed Point Theory} {17} {2016} {} {2{5}5--2{6}6}

\objavljenoRevija
% 1.01: %list {\bf 9}. BACHAR, Imed, M\^{A}AGLI, Habib, R\v{A}DULESCU, Vicen\c{t}iu. Fractional Navier boundary value problems. 
%{\it Boundary value problems}, 2016, vol. 2016, no. 79, str. 1-14. $[$COBISS.SI-ID 17673049$]$\\ 
   {I.~Bachar, H.~M\^{a}agli, \crta}
   {Fractional Navier boundary value problems}
   {Bound.\ Value Probl.} {2016} {2016} {} {1--14}

\objavljenoRevija
% 1.01: %list {\bf 2}. BARAKET, Sami, R\v{A}DULESCU, Vicen\c{t}iu. Combined effects of concave-convex nonlinearities in a 
%fourth-order problem with variable exponent. {\it Advanced nonlinear studies}, 2016, vol. 16, no. 3, str. 409-419. 
%$[$COBISS.SI-ID 17730393$]$\\ 
   {S.~Baraket, \crta}
   {Combined effects of concave-convex nonlinearities in a fourth-order problem with variable exponent}
   {Adv.\ Nonlinear Stud.} {16} {2016} {} {409--419}

\objavljenoRevija
% 1.01: %list {\bf 14}. CHORFI, Nejmeddine, R\v{A}DULESCU, Vicen\c{t}iu. Standing wave solutions of a quasilinear degenerate 
%Schr\"{o}dinger equation with unbounded potential. {\it Electronic journal of qualitative theory of differential equations}, 
%2016, vol. 2016, no. 37, str. 1-12. $[$COBISS.SI-ID 17729625$]$\\ 
   {N.~Chorfi, \crta}
   {Standing wave solutions of a quasilinear degenerate Schr\"{o}dinger equation with unbounded potential}
   {Electron.\ J. Qual.\ Theory Differ.\ Equ.} {2016} {2016} {} {1--12}

\objavljenoRevija
% 1.01: %list {\bf 5}. LABROPOULOS, Nikos, R\v{A}DULESCU, Vicen\c{t}iu. On the best constants in Sobolev inequalities on 
%the solid torus in the limit case $p=1$. {\it Advances in nonlinear analysis},  2016, vol. 5, iss. 3, str. 261-291. 
%$[$COBISS.SI-ID 17568089$]$\\ 
   {N.~Labropoulos, \crta}
   {On the best constants in Sobolev inequalities on the solid torus in the limit case $p=1$}
   {Adv.\ Nonlinear Anal.} {5} {2016} {} {261--291}
   
\objavljenoRevija
%%{\bf 30}. M\v{A}LIN, Maria, R\v{A}DULESCU, Vicen\c{t}iu. Infinitely many
%%solutions for a nonlinear difference equation with oscillatory
%%nonlinearity. {\it Ricerche di Matematica}, 2016, 16 str.
%%$[$COBISS.SI-ID 17641817$]$\\
   {M.~M\v{a}lin, \crta}
   {Infinitely many solutions for a nonlinear difference equation with oscillatory nonlinearity}
   {Ric.\ Mat.}{65} {2016} {} {193--208}

\objavljenoRevija
% 1.01: %list {\bf 15}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu. Coercive and noncoercive nonlinear 
%Neumann problems with indefinite potential. {\it Forum mathematicum}, 2016, vol. 28, iss. 3, str. 545-571. 
%$[$COBISS.SI-ID 17566297$]$\\ 
   {N.~S.~Papageorgiou, \crta}
   {Coercive and noncoercive nonlinear Neumann problems with indefinite potential}
   {Forum Math.} {28} {2016} {} {545--571}

\objavljenoRevija
% 1.01: %list {\bf 2}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu. Infinitely many nodal solutions 
%for nonlinear nonhomogeneous Robin problems. {\it Advanced nonlinear studies}, 2016, vol. 16, no. 2, str. 287-299. 
%$[$COBISS.SI-ID 17729881$]$\\ 
   {N.~S.~Papageorgiou, \crta}
   {Infinitely many nodal solutions for nonlinear nonhomogeneous Robin problems}
   {Adv.\ Nonlinear Stud.} {16} {2016} {} {287--2{9}9}

\objavljenoRevija
% 1.01: %list {\bf 3}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu. Nonlinear nonhomogeneous Robin 
%problems with superlinear reaction term. {\it Advanced nonlinear studies}, 2016, vol. 16, no. 4, str. 737-764. 
%$[$COBISS.SI-ID 17819481$]$\\ 
   {N.~S.~Papageorgiou, \crta}
   {Nonlinear nonhomogeneous Robin problems with superlinear reaction term}
   {Adv.\ Nonlinear Stud.} {16} {2016} {} {737--764}

\objavljenoRevija
% 1.01: %list {\bf 17}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu. Nonlinear elliptic problems with superlinear
%reaction and parametric concave boundary condition. {\it Israel journal of mathematics},  2016, vol. 212, iss. 2, str. 791-824. 
%$[$COBISS.SI-ID 17705049$]$\\ 
   {N.~S.~Papageorgiou, \crta}
   {Nonlinear elliptic problems with superlinear reaction and parametric concave boundary condition}
   {Israel J. Math.} {212} {2016} {} {791--824}

\objavljenoRevija
% 1.01: %list {\bf 23}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu. On noncoercive elliptic problems. 
%{\it NoDEA},  2016, vol. 23, iss. 4, art. 42 (17 str.). $[$COBISS.SI-ID 17730649$]$\\ 
   {N.~S.~Papageorgiou, \crta}
   {On noncoercive elliptic problems}
   {NoDEA Nonlinear Differential Equations Appl.} {23} {2016} {} {17 str.}

\objavljenoRevija
% 1.01: %list {\bf 26}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu. Positive solutions of nonlinear 
%Robin eigenvalue problems. {\it Proceedings of the American Mathematical Society}, 2016, vol. 144, no. 11, str. 4913-4928. 
%$[$COBISS.SI-ID 17790809$]$\\ 
   {N.~S.~Papageorgiou, \crta}
   {Positive solutions of nonlinear Robin eigenvalue problems}
   {Proc.\ Amer.\ Math.\ Soc.} {144} {2016} {} {4913--4928}

\objavljenoRevija
% 1.01: %list {\bf 29}. PAPAGEORGIOU, Nikolaos Socrates, R\v{A}DULESCU, Vicen\c{t}iu. Robin problems with indefinite, 
%unbounded potential and reaction of arbitrary growth. {\it Revista matem\'{a}tica complutense},  2016, vol. 29, iss. 
%1, str. 91-126. $[$COBISS.SI-ID 17559641$]$\\ 
   {N.~S.~Papageorgiou, \crta}
   {Robin problems with indefinite, unbounded potential and reaction of arbitrary growth}
   {Rev.\ Mat.\ Complut.} {29} {2016} {} {91--126}

\objavljenoRevija
% 1.01: %list {\bf 21}. SAIEDINEZHAD, Somayeh, R\v{A}DULESCU, Vicen\c{t}iu. Multiplicity results for a nonlinear 
%Robin problem with variable exponent. {\it Journal of nonlinear and convex analysis}, 2016, vol. 17, no. 8, 
%str. 1567-1582. $[$COBISS.SI-ID 17792089$]$\\ 
   {S.~Saiedinezhad, \crta}
   {Multiplicity results for a nonlinear Robin problem with variable exponent}
   {J. Nonlinear Convex Anal.} {17} {2016} {} {1567--1582}

\objavljenoRevija
% 1.01: %list {\bf 20}. VALL\'{E}E, Claude, R\v{A}DULESCU, Vicen\c{t}iu, ATCHONOUGLO, Kossi. New variational 
%principles for solving extended Dirichlet-Neumann problems. {\it Journal of elasticity}, 2016, vol. 123, iss. 1, str. 1-18. 
%$[$COBISS.SI-ID 17568601$]$\\ 
   {C.~Vall\'{e}e, \crta, K.~Atchonouglo}
   {New variational principles for solving extended Dirichlet-Neumann problems}
   {J. Elasticity} {123} {2016} {} {1--18}

\objavljenoRevija
% 1.01: %list {\bf 11}. XIANG, Mingqi, ZHANG, Binlin, R\v{A}DULESCU, Vicen\c{t}iu. Existence of solutions for a 
%bi-nonlocal fractional $p$-Kirchhoff type problem. {\it Computers \& Mathematics with Applications},  
%2016, vol. 71, iss. 1, str. 255-266. $[$COBISS.SI-ID 17568857$]$\\ 
   {M.~Xiang, B.~Zhang, \crta}
   {Existence of solutions for a bi-nonlocal fractional $p$-Kirchhoff type problem}
   {Comput.\ Math.\ Appl.} {71} {2016} {} {2{5}5--2{6}6}

\objavljenoRevija
% 1.01: %list {\bf 19}. XIANG, Mingqi, ZHANG, Binlin, R\v{A}DULESCU, Vicen\c{t}iu. Existence of solutions for perturbed 
%fractional $p$-Laplacian equations. {\it Journal of differential equations}, 2016, vol. 260, iss. 2, str. 1392-1413. 
%$[$COBISS.SI-ID 17523545$]$\\ 
   {M.~Xiang, B.~Zhang, \crta}
   {Existence of solutions for perturbed fractional $p$-Laplacian equations}
   {J. Differential Equations} {260} {2016} {} {1392--1413}

\objavljenoRevija
% 1.01: %list {\bf 25}. XIANG, Mingqi, ZHANG, Binlin, R\v{A}DULESCU, Vicen\c{t}iu. Multiplicity of solutions for a class 
%of quasilinear Kirchhoff system involving the fractional $p$-Laplacian. {\it Nonlinearity},  
%2016, vol. 29, no. 10, str. 3186-3205. $[$COBISS.SI-ID 17745241$]$\\ 
   {M.~Xiang, B.~Zhang, \crta}
   {Multiplicity of solutions for a class of quasilinear Kirchhoff system involving the fractional $p$-Laplacian}
   {Nonlinearity} {29} {2016} {} {3186--3205}

\end{skupina} 

%--------------------------------------------------------
%  D. urednistvo v znanstvenih revijah in zbornikih
%     znanstvenih konferenc
%--------------------------------------------------------

\begin{skupina}{D}

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

%\razno
% Ured: {\bf 37}. {\it Advances in nonlinear analysis}. R\v{a}dulescu, Vicen\c{t}iu (glavni urednik 2012-). 
%$[$Print ed.$]$. Berlin: De Gruyter, 2012-. ISSN 2191-9496. $[$COBISS.SI-ID 16253785$]$\\ 
\urednikRevija
   {Glavni urednik}
   {Advances in Nonlinear Analysis}

%\razno
% Ured: %list {\bf 42}. {\it Complex variables and elliptic equations}. Radulescu, Vicentiu (\v{c}lan uredni\v{s}kega 
%odbora 2007-). Abingdon: Taylor \& Francis, 2006-. ISSN 1747-6933. $[$COBISS.SI-ID 513019929$]$\\ 
\urednikRevija
   {�lan uredni�kega odbora}
   {Complex Variables and Elliptic Equations}

%\razno
% Ured: %list {\bf 43}. {\it Electronic journal of differential equations}. Radulescu, Vicentiu (\v{c}lan uredni\v{s}kega 
%odbora 2007-). $[$San Marcos, TX$]$: Dept. of Mathematics, Southwest Texas State University, 1993-. ISSN 1550-6150.  $[$COBISS.SI-ID 15250777$]$\\ 
\urednikRevija
   {�lan uredni�kega odbora}
   {Electronic Journal of Differential Equations}

%\razno
% Ured: %list {\bf 46}. {\it Journal of mathematical analysis and applications}. Radulescu, Vicentiu (\v{c}lan uredni\v{s}kega 
%odbora 2004-). $[$Print ed.$]$. Orlando (FL): Elsevier, 1960-. ISSN 0022-247X. $[$COBISS.SI-ID 3081231$]$\\ 
\urednikRevija
   {�lan uredni�kega odbora}
   {Journal of Mathematical Analysis and Applications}

%\razno
% Ured: %list {\bf 48}. {\it Mathematics in Science and Engineering}. R\v{a}dulescu, Vicen\c{t}iu (\v{c}lan 
%uredni\v{s}kega odbora 2016-). New York: Elsevier, 1961-. ISSN 0076-5392.  $[$COBISS.SI-ID 17730905$]$\\ 
\urednikRevija
   {�lan uredni�kega odbora}
   {Mathematics in Science and Engineering}

%\razno
% Ured: %list {\bf 50}. {\it Nonlinear analysis}. R\v{a}dulescu, Vincen\c{t}iu (\v{c}lan uredni\v{s}kega odbora 2011-). 
%$[$Print ed.$]$. Oxford; New York: Pergamon Press, 1976-. ISSN 0362-546X.  $[$COBISS.SI-ID 26027520$]$\\ 
\urednikRevija
   {�lan uredni�kega odbora}
   {Nonlinear Analysis}

%\razno
% Ured: %list {\bf 52}. R\v{A}DULESCU, Vicen\c{t}iu (urednik), SEQUEIRA, Ad\'{e}lia (urednik), SOLONNIKOV, Vsevolod Alekseevi\v{c} (urednik)
%{\it Recent advances in partial differential equations and applications : International Conference in honor of Hugo 
%Beir\~{a}o de Veiga's 70th Birthday, Recent Advances in PDEs and Applications, February 17-21, 2014, Levico Terme (Trento), Italy}, 
%(Contemporary mathematics, 666). Providence: American Mathematical Society, cop. 2016. VIII, 404 str., ilustr. 
%ISBN 978-1-4704-1521-1. ISBN 978-1-4704-3471-7. $[$COBISS.SI-ID 17844569$]$\\ 
\urednikZbornik
   {Urednik}
   {International Conference in honor of Hugo Beir\~{a}o de Veiga's 70th Birthday, Recent Advances in PDEs and Applications}
   {Trento} {Italija} {februar} {2016} 

\end{skupina} 

%    Ni podatkov za to sekcijo

%--------------------------------------------------------
%  E. organizacija mednarodnih in domacih znanstvenih 
%     srecanj
%--------------------------------------------------------

%\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
%--------------------------------------------------------

%\begin{skupina}{F}

%\predavanjeUstanova
%   {NASLOV}
%   {OPIS}
%   {USTANOVA}
%   {KRAJ} {DRZAVA} {MESEC} {LETO}
%\predavanjeKonferenca
%   {NASLOV}
%   {OPIS}
%   {KONFERENCA}
%   {KRAJ} {DRZAVA} {MESEC} {LETO} 

%\end{skupina} 

\begin{skupina}{F}

\predavanjeKonferenca
% 3.16: %list {\bf 36}. 21st Colloquium of the Tunisian Mathematical Society, Hammamet, Tunisia, 21-24 March 2016, 
%R\v{A}DULESCU, Vicen\c{t}iu{\it Variational analysis of some classes of equilibrium problems : Hammamet, 22. 3. 2016}. 
%$[$COBISS.SI-ID 17648217$]$\\ 
   {Variational analysis of some classes of equilibrium problems}
   {vabljeno predavanje}
   {21\ust Colloquium of the Tunisian Mathematical Society}
   {Hammamet} {Tunizija} {marec} {2016} 

\predavanjeKonferenca
% 3.16: %list {\bf 35}. International Conference on Applied Mathematics and Numerical Methods (ICAMNM), University of Craiova, 
%Romania, April 14-16, 2016, R\v{A}DULESCU, Vicen\c{t}iu{\it Combined singular effects in nonlinear problems : Craiova, 14. 4. 2016}.  
%$[$COBISS.SI-ID 17662809$]$\\ 
   {Combined singular effects in nonlinear problems}
   {vabljeno predavanje}
   {International Conference on Applied Mathematics and Numerical Methods (ICAMNM)}
   {Craiova} {Romunija} {april} {2016} 


\predavanjeKonferenca
% 3.16: {\bf 34}. 3rd Conference on Recent Trends in Nonlinear Phenomena, Dipartimento di Matematica e Informatica - 
%Universit\`{a} degli Studi di Perugia, September 28-30, 2016, R\v{A}DULESCU, Vicen\c{t}iu{\it A characterization 
%property for a class of fractional equations : Perugia, 29. 9. 2016}.  $[$COBISS.SI-ID 17772633$]$\\ 
   {A characterization property for a class of fractional equations}
   {vabljeno predavanje}
   {3\urd Conference on Recent Trends in Nonlinear Phenomena}
   {Perugia} {Italija} {september} {2016} 



\predavanjeUstanova
% 3.14: {\bf 33}. Stockholms universitet, Stockholms matematikcentrum, Seminarium, Analys, R\v{A}DULESCU, 
%Vicen\c{t}iu{\it Singular phenomena in nonlinear elliptic equations : $[$Stockholm, 27. 1. 2016$]$}.  
%$[$COBISS.SI-ID 17592409$]$\\ 
   {Singular phenomena in nonlinear elliptic equations}
   {vabljeno predavanje}
   {Stockholms universitet, Stockholms matematikcentrum}
   {Stockholm} {�vedska} {januar} {2016} 


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