\clan {Raffaella Servadei}

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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: %list {\bf 5}. BARRIOS, Bego\~{n}a, COLORADO, Eduardo, SERVADEI, Raffaella, SORIA, Fernando. A critical fractional 
%equation with concave-convex power nonlinearities. {\it Ann.\ Inst.\ H. Poincare Anal.\ Non Lineaire},  2015, vol. 32, iss. 4, 
%str. 875-900. $[$COBISS.SI-ID 17462617$]$\\ 
   {B.~Barrios, E.~Colorado, \crta, F.~Soria}
   {A critical fractional equation with concave-convex power nonlinearities}
   {Ann.\ Inst.\ H. Poincare Anal.\ Non Lineaire} {32} {2015} {} {875--90{0}}

\objavljenoRevija
% 1.01: %list {\bf 6}. FIGUEIREDO, Giovany M., MOLICA BISCI, Giovanni, SERVADEI, Raffaella. On a fractional Kirchhoff-type equation 
%via Krasnoselskii's genus. {\it Asymptot.\ Anal.}, 2015, vol. 94, no. 3-4, str. 347-361. $[$COBISS.SI-ID 17463897$]$\\ 
   {G.~M.~Figueiredo, G.~Molica Bisci, \crta}
   {On a fractional Kirchhoff-type equation via Krasnoselskii's genus}
   {Asymptot.\ Anal.} {94} {2015} {} {347--361}

\objavljenoRevija
% 1.01: %list {\bf 7}. FISCELLA, Alessio, SERVADEI, Raffaella, VALDINOCI, Enrico. Asymptotically linear problems driven by 
%fractional Laplacian operators. {\it Math.\ Methods Appl.\ Sci.}, 2015, vol. 38, iss. 16, str. 3551-3563. $[$COBISS.SI-ID 17494617$]$\\ 
   {A.~Fiscella, \crta, E.~Valdinoci}
   {Asymptotically linear problems driven by fractional Laplacian operators}
   {Math.\ Methods Appl.\ Sci.} {38} {2015} {} {35{5}1--3563}

\objavljenoRevija
% 1.01: %list {\bf 4}. FISCELLA, Alessio, SERVADEI, Raffaella, VALDINOCI, Enrico. Density properties for fractional Sobolev spaces. 
%{\it Ann.\ Acad.\ Sci.\ Fenn.\ Math.},  2015, vol. 40, fasc. 1, str. 235-253. $[$COBISS.SI-ID 17255257$]$\\ 
   {A.~Fiscella, \crta, E.~Valdinoci}
   {Density properties for fractional Sobolev spaces}
   {Ann.\ Acad.\ Sci.\ Fenn.\ Math.} {40} {2015} {} {235--253}

\objavljenoRevija
% 1.01: %list {\bf 8}. MOLICA BISCI, Giovanni, SERVADEI, Raffaella. A Brezis-Nirenberg splitting approach for nonlocal fractional
%equations.  {\it Nonlinear Anal.}, 2015, vol. 119, str. 341-353. $[$COBISS.SI-ID 17285209$]$\\ 
%POZOR: Bibliografija2015.tex > 2015\mat\clani\servadei.tex 10449/104: Ne najdem podatka {STEVILKA}
   {G.~Molica Bisci, \crta}
   {A Brezis-Nirenberg splitting approach for nonlocal fractional equations}
   {Nonlinear Anal.} {119} {2015} {} {341--353}

\objavljenoRevija
% 1.01: %list {\bf 3}. MOLICA BISCI, Giovanni, SERVADEI, Raffaella. A bifurcation result for non-local fractional equations. 
%{\it Anal.\ Appl.\ (Singap.)},  2015, vol. 13, iss.4, str. 371-394. $[$COBISS.SI-ID 17310041$]$\\ 
   {G.~Molica Bisci, \crta}
   {A bifurcation result for non-local fractional equations}
   {Anal.\ Appl.\ (Singap.)} {13} {2015} {} {371--394}

\objavljenoRevija
% 1.01: {\bf 1}. MOLICA BISCI, Giovanni, SERVADEI, Raffaella. Lower semicontinuity of functionals of fractional type and 
%applications to nonlocal equations with critical Sobolev exponent. {\it Adv.\ Differential Equations}, 2015, vol. 20, 
%no. 7/8, str. 635-660. $[$COBISS.SI-ID 17311065$]$\\ 
   {G.~Molica Bisci, \crta}
   {Lower semicontinuity of functionals of fractional type and applications to nonlocal equations with critical Sobolev exponent}
   {Adv.\ Differential Equations} {20} {2015} {} {635--6{6}0}

\objavljenoRevija
% 1.01: %list {\bf 10}. SERVADEI, Raffaella, VALDINOCI, Enrico. Fractional Laplacian equations with critical Sobolev exponent.  
%{\it Rev.\ Mat.\ Complut.}, 2015, vol. 28, iss. 3, str. 655-676. $[$COBISS.SI-ID 17456473$]$\\ 
   {\crta, E.~Valdinoci}
   {Fractional Laplacian equations with critical Sobolev exponent}
   {Rev.\ Mat.\ Complut.} {28} {2015} {} {65{5}--676}

\objavljenoRevija
% 1.01: %list {\bf 11}. SERVADEI, Raffaella, VALDINOCI, Enrico. The Brezis-Nirenberg result for the fractional Laplacian.  
%{\it Trans.\ Amer.\ Math.\ Soc.},  2015, vol. 367, no. 1, str. 67-102. $[$COBISS.SI-ID 17193305$]$\\ 
   {\crta, E.~Valdinoci}
   {The Brezis-Nirenberg result for the fractional Laplacian}
   {Trans.\ Amer.\ Math.\ Soc.} {367} {2015} {1} {67--102}

\objavljenoRevija
% 1.01: %list {\bf 9}. ZHANG, Binlin, MOLICA BISCI, Giovanni, SERVADEI, Raffaella. Superlinear nonlocal fractional problems 
%with infinitely many solutions. {\it Nonlinearity}, 2015, vol. 28, no. 7, str. 2247-2264. $[$COBISS.SI-ID 17328217$]$\\ 
   {B.~Zhang, G.~Molica Bisci, \crta}
   {Superlinear nonlocal fractional problems with infinitely many solutions}
   {Nonlinearity} {28} {2015} {7} {2{2}47--2{2}64}

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

%\razno
% Ured: {\bf 13}. {\it Electron.\ J. Differential Equations}. Servadei, Raffaella (\v{c}lan uredni\v{s}kega odbora 2013-). San Marcos, Tex.: Southwest Texas State University: University of North Texas, 1993-. ISSN 1072-6691.  $[$COBISS.SI-ID 7027289$]$\\ 
\urednikRevija
   {Èlanica uredni\v{s}kega odbora}
   {Electronic Journal of Differential Equations}

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

\predavanjeKonferenca
% 3.16: {\bf 12}. Methods of Real Analysis and Partial Differential Equations, Accademia Pontaniana, Napoli, November 3, 2015, 
%SERVADEI, Raffaella{\it Nonlinear problems involving the fractional Laplacian : $[$Napoli, 3. 11. 2015$]$}.  $[$COBISS.SI-ID 17586265$]$\\ 
%POZOR: Bibliografija2015.tex > 2015\mat\clani\servadei.tex 10485/200: Ne najdem podatka {KONFERENCA}
%POZOR: Bibliografija2015.tex > 2015\mat\clani\servadei.tex 10485/201: Ne najdem podatka {KRAJ}
%POZOR: Bibliografija2015.tex > 2015\mat\clani\servadei.tex 10485/202: Ne najdem podatka {DRZAVA}
%POZOR: Bibliografija2015.tex > 2015\mat\clani\servadei.tex 10485/203: Ne najdem podatka {LETO}
   {Nonlinear problems involving the fractional Laplacian}
   {vabljeno predavanje}
   {Methods of Real Analysis and Partial Differential Equations}
   {Neapelj} {Italija} {november} {2015} 

\end{skupina} 