@Article{GagolaGabrielsNavara:ALUN15,
  IS = { zkontrolovano 11 Jun 2015 },
  UPDATE  = { 2015-06-11 },
  author =      { Gagola~III, Stephen~M. and Gabri{\"e}ls, Jeannine J.~M. and Navara,
Mirko },
  affiliation = {NULL-13133-13133},
  authorship =  {34-33-33},
  language =    {English},
  title =       {Weaker forms of associativity in orthomodular lattices},
  year =        {2015},
  month =       {6},
  pages =       {249--266},
  journal =     {Algebra Universalis},
  publisher =   {Birkh\"{a}user Verlag},
  address =     {Basel, Switherland},
  issn =        {0002-5240},
  volume =      {73},
  number =      {3--4},
  annote =      {We have found that there are 8 nonassociative operations in
orthomodular lattices satisfying the identities of alternative algebras. For these
operations, we clarified the validity of other similar identities, including the
{M}oufang identities.},
  keywords =    {orthomodular lattice, associativity, alternative algebra,
{F}oulis-{H}olland Theorem, free lattice, generator, orthocomplement, commutator,
{S}asaki projection, skew meet, skew join},
  project =     {SGS12/187/OHK3/3T/13},
  doi =         {10.1007/s00012-015-0332-5},
  www  ={http://link.springer.com/article/10.1007/s00012-015-0332-5},
}