@Article{Navara:IJTP10,
  IS = { zkontrolovano 02 Feb 2011 },
  UPDATE  = { 2011-01-14 },
  author =     {Navara, Mirko},
  title =      {Characterization of spaces of filtering states},
  year =       {2010},
  month =      {December},
  pages =      {3209--3215},
  journal =    {International Journal of Theoretical Physics},
  publisher =  {Kluwer Academic Publishers},
  address =    {Dordrecht, The Netherlands},
  issn =       {0020-7748},
  volume =     {49},
  number =     {12},
  annote =     {Filtering states on orthomodular lattices have been
   introduced by G.T. R{\" u}ttimann as an opposite of completely
   additive states.  We prove that, for any semi-exposed face F of a
   compact convex set C, there is an orthomodular lattice L and an
   affine homeomorphism f of C onto the state space of L such that
   f(F) is the space of filtering states.},
  keywords =   {orthomodular lattice, state, probability measure, filtering state, face},
  project =    {MSM 6840770038},
  psurl =      {[PDF] },
}