@INPROCEEDINGS{NavaraPtak:Linz03,
  IS = { zkontrolovano 14 Jan 2004 },
  UPDATE  = { 2004-01-21 },
       AUTHOR = {Navara, Mirko and Pt{\' a}k, Pavel},
        TITLE = {Convex structure of the space of fuzzy measures},
       EDITOR = {E.P.~Klement, R.~Mesiar},
    BOOKTITLE = {Triangular Norms and Related Operators in Many-Valued Logics},
    PUBLISHER = {Johannes Kepler University Linz},
      ADDRESS = {Linz, Austria},
         YEAR = {2003},
        MONTH = {February},
  day =         {4--8},
        PAGES = {149--151},
  isbn =        {none},
  book_pages =  {151},
  venue =       {Linz, Austria},
  importance =  {0},
  authorship =  {50-50},
  annote = {Fuzzy measures (T-measures) on T-tribes are a
    fuzzification of measures on sigma-algebras. They were
    characterized recently by Barbieri, Navara, and H. Weber. Here we
    investigate the convex structure of probability T-measures (T-
    states).},
  project =     {MSM 212300013, GACR 201/02/1540, CEEPUS SK-042},
  psurl =       {[PostScript]},
}