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    AuthorTitleYearJournal/ProceedingsReftypeDOI/URL
    Erné, M. Distributive laws for concept lattices 1993 Algebra Universalis
    Vol. 30, pp. 538-580 
    article DOI URL 
    Abstract: We study several kinds of distributivity for concept lattices of contexts. In particular, we find necessary and sufficient conditions for a concept lattice to be(1)distributive,(2)a frame (locale, complete Heyting algebra),(3)isomorphic to a topology,(4)completely distributive,(5)superalgebraic (i.e., algebraic and completely distributive).
    BibTeX:
    @article{erne1993distributive,
      author = {Erné, Marcel},
      title = {Distributive laws for concept lattices},
      journal = {Algebra Universalis},
      publisher = {Birkhäuser Basel},
      year = {1993},
      volume = {30},
      pages = {538-580},
      url = {http://dx.doi.org/10.1007/BF01195382},
      doi = {http://dx.doi.org/10.1007/BF01195382}
    }
    
    Grätzer, G. & Lakser, H. On Complete Congruence Lattices of Complete Lattices 1991 Trans. Amer. Math. Soc.
    Vol. 327(1), pp. 385-405 
    article  
    BibTeX:
    @article{GratzerLasker,
      author = {Grätzer, George and Lakser, Henry},
      title = {On Complete Congruence Lattices of Complete Lattices},
      journal = {Trans. Amer. Math. Soc.},
      year = {1991},
      volume = {327},
      number = {1},
      pages = {385--405}
    }
    
    Hales, A.W. On the non-existence of free complete Boolean algebras 1964 Fundamentae Mathematica
    Vol. 54, pp. 45-66 
    article URL 
    BibTeX:
    @article{hales1964nonexistence,
      author = {Hales, A. W.},
      title = {On the non-existence of free complete Boolean algebras},
      journal = {Fundamentae Mathematica},
      year = {1964},
      volume = {54},
      pages = {45-66},
      url = {http://matwbn.icm.edu.pl/tresc.php?wyd=1&tom=54}
    }
    

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