@InProceedings{Navara:Linz07,
  IS = { zkontrolovano 15 Dec 2007 },
  UPDATE  = { 2007-12-11 },
  author =      {Mirko Navara},
  title =       {Probability and conditional probability on 
                 tribes of fuzzy sets},
  year =        {2007},
  pages =       {84--88},
  booktitle =   {Fuzzy Sets, Probability, and Statistics -- Gaps And Bridges},
  editor =      {Dubois, D. and Klement, E.P. and Mesiar, R.},
  publisher =   {Johannes Kepler University},
  address =     {Linz, Austria},
  book_pages =  {128},
  month =       {February},
  day =         {6-10},
  venue =       {Johannes Kepler University, Linz, Austria},
  organization ={EUSFLAT},
  annote = {The classical probability theory and statistics tries to
    avoid experiments whose results are vague. However, also this type
    of information is useful and used in everyday life. To treat it,
    an extension of probability theory to events described by fuzzy
    sets is highly desirable. An intuitive definition has been
    suggested by Zadeh.  Later on, an axiomatic approach has been
    introduced by Butnariu and Klement.  Independently, measures on
    MV-algebras have been studied. Particularly interesting results
    have been obtained by Rie\v{c}an and Mundici for MV-algebras with
    product.  We show that these two approaches overlap significantly.
    Further, we outline conditional probabilities in this context.  },
  keywords =    {Probability measure, fuzzy set, tribe, MV-algebra, 
                 MV-algebra with product, conditional probability},
  importance =  {1},
  project =     {MSM 6840770038},
  psurl       = {[PDF]},
  www         = {http://www.flll.jku.at/research/linz2007/},
}