Journals where I am (or was) a member of the Editorial Board


Matematicki Vesnik (Belgrade), 1996-present                 Bulletin of the Korean Mathematical Society, 2009-2012      

                https://www.scimagojr.com/journal_img.php?id=145255                                                                               
  

Journal of Function Spaces, 2013-2016
                 

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