@InProceedings{LiangNavaraVetterlein:ECSQARU09,
  IS = { zkontrolovano 01 Feb 2010 },
  UPDATE  = { 2009-12-29 },
  author =      {Liang, Jiuzhen and Navara, Mirko and Vetterlein, Thomas},
  title =       {Different representations of fuzzy vectors},
  year =        {2009},
  pages =       {700--711},
  booktitle =   {Symbolic and Quantitative Approaches to Reasoning with Uncertainty},
  editor =      {Sossai, C. and Chemello, C.},
  publisher =   {Springer},
  address =     {Heidelberg, Germany},
  isbn =        {978-3-642-02905-9},
  series =      {Lecture Notes in Computer Science},
  number =      {5590},
  book_pages =  {936},
  month =       {July},
  day =         {1--3},
  venue =       {Verona, Italy},
  organization ={Istituto di Ingegneria Biomedica del CNR, Padova, Italy},
  annote = {Fuzzy vectors were introduced as a description of
    imprecise quantities whose uncertainty originates from vagueness,
    not from a probabilistic model. Support functions are a classical
    tool for representation and computation with compact convex
    sets. The combination of these two techniques---support functions
    of fuzzy vectors---has been proposed by Puri and Ralescu.
    Independently, Bobylev proposed another type of support functions
    which allows a more economical representation. However, the form
    of the functions is not very intuitive. We suggest a new type of
    support functions which combines the advantages of both preceding
    approaches. We characterize the functions which are support
    functions of fuzzy vectors in the new sense.},
  keywords =    {fuzzy vector, support function, Minkowski sum},
  authorship =  {33-33-33},
  project =     {MSM 6840770038},
  psurl =       {DOI 10.1007/978-3-642-02906-6},
  www =         {http://www.isib.cnr.it/ecsqaru2009},
}