Korteweg-de Vries Institute for Mathematics

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prof. dr. J.J.O.O. (Jan) Wiegerinck

  • Faculty of Science
    Korteweg-de Vries Instituut
  • Visiting address
    Science Park 107
    Science Park 107  Room number: F3.44
  • Postal address:
    Postbus  94248
    1090 GE  Amsterdam
  • J.J.O.O.Wiegerinck@uva.nl
    T: 0205255097
    T: 0205255217


  • Persson, H., & Wiegerinck, J. J. O. O. (2017). A note on approximation of plurisubharmonic functions. Arkiv for matematik, 55(1), 229-241. DOI: 10.4310/ARKIV.2017.v55.n1.a12 



  • El Kadiri, M., & Wiegerinck, J. (2014). Plurifinely Plurisubharmonic Functions and the Monge Ampère Operator. Potential Analysis, 41(2), 469-485. DOI: 10.1007/s11118-013-9378-1  [details] 


  • Wiegerinck, J. (2012). Plurifine potential theory. Annales Polonici mathematici, 106, 275-292. DOI: 10.4064/ap106-0-22  [details] 
  • Wiegerinck, J. (2012). Several complex variables in Poland. Wiadomosci Matematyczne, 48(2), 285-292. [details] 


  • El Kadiri, M., Fuglede, B., & Wiegerinck, J. (2011). Plurisubharmonic and holomorphic functions relative to the plurifine topology. Journal of Mathematical Analysis and Applications, 381(2), 706-723. DOI: 10.1016/j.jmaa.2011.03.041  [details] 


  • El Marzguioui, S., & Wiegerinck, J. (2010). Continuity properties of finely plurisubharmonic functions and pluripolarity. Indiana University Mathematics Journal, 59(5), 1793-1800. DOI: 10.1512/iumj.2010.59.4078  [details] 
  • Edigarian, A., & Wiegerinck, J. J. O. O. (2010). Shcherbina’s theorem for finely holomorphic functions. Mathematische Zeitschrift, 266(2), 393-398. DOI: 10.1007/s00209-009-0574-z  [details] 
  • Edigarian, A., El Marzguioui, S., & Wiegerinck, J. (2010). The image of a finely holomorphic map is pluripolar. Annales Polonici mathematici, 97(2), 137-149. DOI: 10.4064/ap97-2-3  [details] 


  • El Marzguioui, S., & Wiegerinck, J. (2009). Connectedness in the pluri-fine topology. Contemporary Mathematics, 105-116. [details] 


  • Davidson, J., Magnus, J. R., & Wiegerinck, J. (2008). Notes and problems: A general bound for the limiting distribution of Breitung's statistic. Econometric Theory, 24(5), 1443-1455. DOI: 10.1017/S0266466608080675  [details] 



  • Pijls, H. G. J., & Wiegerinck, J. J. O. O. (2016). In Memoriam Eduard M. de Jager: Enthousiast ambassadeur van de wiskunde. Nieuw Archief voor Wiskunde, (5) 17 (2016) (2), 126-127.


  • Lemmers, O., & Wiegerinck, J. (2001). Solving the Gleason problem on linearly convex domains. s.n. [details] 


  • Beneker, P., & Wiegerinck, J. (2000). Exposedness in Hardy spaces of domains of finite connectivity. s.n. [details] 
  • Lemmers, O., & Wiegerinck, J. (2000). Reinhardt domains and the Gleason problem. s.n. [details] 
  • Carlehed, M., & Wiegerinck, J. (2000). Le cone des fonctions plurisousharmoniques negatives et une conjecture de Coman. s.n. [details] 


  • Wiegerinck, J. (1999). Pluripolar sets: hulls and completeness. s.n. [details] 
  • Carlehed, M., & Wiegerinck, J. (1999). The Lempert function and the pluricomplex Green function are not equal in the bidisc. s.n. [details] 
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