28792 Rudolf Berghammer: Ordnungen, Verbände und Relationen mit Anwendungen.
Springer 2012, 410p. Eur 15 (Ebuch).

G. Birkhoff: Lattice theory. AMS 1967.

G. Birkhoff/S. Kiss: A ternary operation in distributive lattices.
Bull. AMS 53 (1947), 749-752.

Thomas Blyth: Lattices and ordered algebraic structures. Springer 2005, 310p. Eur 70.

Thomas Blyth/M. Janowitz: Residuation theory. Pergamon Press 1972.

15376 B. Davey/H. Priestley: Introduction to lattices and order.
Cambridge UP 2002, 300p. Eur 35.

24542 Marcel Erne': Algebraische Verbandstheorie.
Vorl. Univ. Hannover 2007, 37p.

R. Freese/J. Jezek/J. Nation: Free lattices.
AMS 1995, 290p. Pds. 50.

16130 George Grätzer: General lattice theory. Birkhäuser 2003, 660p. Eur 76.
With 140 pages of interesting new appendices.

2636 Hans Hermes: Einfuehrung in die Verbandstheorie. Springe 1967.

16115 Bernard Monjardet: The presence of lattice theory in discrete problems
of mathematical social sciences - why. Math. Social Sci. 46 (2003), 103-144.

J. Monk/R. Bonnet (ed.): Handbook of Boolean algebras. 3 volumes.
North-Holland 1989. Together 1440p./Dfl. 700.

P. Ptak/Pulamannova: Orthomodular structures as quantum logics.
Kluwer 1991, 210p. 80-224-0242-7. Dfl. 170. A good introduction to axiomatic 
quantum mechanics, with physical motivations. Mathematically precise and 
didactically clever. (D. Dorninger)

2189 Hans-Christian Reichel: Generating subsets of distributive lattices. 
J. reine u. angew. Math. 283/284 (1976), 441-444. [3291]

17844 Hans Weber: Two extension theorems. Modular functions on complemented lattices.
Czech. Math. J. 52/127 (2002), 55-74.