@InProceedings{Horcik:EUSFLAT03,
  IS = { zkontrolovano 07 Dec 2003 },
  UPDATE  = { 2003-10-09 },
  author =      { Hor{\v c}{\'\i }k, Rostislav },
  title =       { A Note on the Structure of $\Pi$MTL-chains and 
                  Left-continuous Cancellative T-norms },
  year =        { 2003 },
  pages =       { 614-618 },
  booktitle =   { EUSFLAT 2003: Proceedings of the 3rd Conference of
                  the European Society for Fuzzy Logic and Technology },
  editor =      { Michael Wagenknecht, Reiner Hampel },
  publisher =   { European Society for Fuzzy Logic and Technology,
                  University of Applied Sciences at Zittau/Goerlitz },
  address =     { Zittau, Germany },
  isbn =        { 3-9808089-4-7 },
  book_pages =  { 802 },
  month =       { September },
  day =         { 10-12 },
  venue =       { Zittau, Germany },
  annote =      { In this paper we characterize $\Pi$MTL-chains over the real
                  unit interval with finitely many Archimedean classes. Since we
                  restrict ourselves to the standard semantics, the characterization
                  holds also for cancellative left-continuous t-norms. },
  keywords =    { MTL logic, MTL-algebra, $\Pi$MTL-algebra, $\Pi$MTL-chain, 
                  Cancellative fully ordered semigroup },
  prestige =    { important },
  authorship =  { 100 },
  project =     { MSM 212300013, GACR 201/02/1540, CTU 0208613, CEEPUS SK-042 },
}