@Article{KukovaNavara:FSS13,
  IS = { zkontrolovano 15 Jan 2014 },
  UPDATE  = { 2014-01-06 },
 author =      {Kukov{\' a}, M{\' a}ria and Navara, Mirko},
 title =       {Principles of inclusion and exclusion for fuzzy sets},
 year =       {2013},
 month =      {December},
 pages =      {98-109},
 journal =    {Fuzzy Sets and Systems},
 publisher =  {Elsevier Science },
 address =    {Amsterdam, The Netherlands },
 issn =       {0165-0114},
 authorship = { 50-50 },
 volume =     {232},
 number =     {1},
 importance =  {1},
 annote =      {Many previous papers have presented generalizations of the principle of inclusion and
 exclusion to fuzzy sets or IF-sets (Atanassov's intuitionistic fuzzy sets) with G\"odel or product
 operations. We clarify for which fuzzy intersections and unions, based on continuous triangular norms and
 conorms, the principle of inclusion and exclusion holds.},
 e_annote =    {Many previous papers have presented generalizations of the principle of inclusion and
 exclusion to fuzzy sets or IF-sets (Atanassov's intuitionistic fuzzy sets) with G\"odel or product
 operations. We clarify for which fuzzy intersections and unions, based on continuous triangular norms and
 conorms, the principle of inclusion and exclusion holds.},
 keywords =    {principle of inclusion and exclusion,  fuzzy set,  probability,  state, {F}rank triangular
 norm},
 doi =        {10.1016/j.fss.2013.02.014},
 project =    {SGS12/187/OHK3/3T/13 },
psurl       = {{[PDF]}},
}