06 Order, lattices, ordered algebraic structures
 
06B25 Free lattices, projective lattices, word problems (12 articles) 
- 
Czédli, Gábor:
		A visual approach to test lattices.
		
			(English).
Acta Universitatis Palackianae Olomucensis. Facultas Rerum Naturalium. Mathematica,
		vol. 48
			(2009),
			issue 1,
		pp. 33-52
- 
Grätzer, G.; Lakser, Harry:
		Freely adjoining a complement to a lattice.
		
			(English).
Mathematica Slovaca,
		vol. 56
			(2006),
			issue 1,
		pp. 93-104
- 
Ježek, Jaroslav; Slavík, Václav:
		Random posets, lattices, and lattices terms.
		
			(English).
Mathematica Bohemica,
		vol. 125
			(2000),
			issue 2,
		pp. 129-133
- 
Slavík, Václav:
		A note on convex sublattices of lattices.
		
			(English).
Commentationes Mathematicae Universitatis Carolinae,
		vol. 36
			(1995),
			issue 1,
		pp. 7-9
- 
Berger, Marcel:
		Konvexita (1. část).
		
			(Czech) [Convexity (Part 1)].
Pokroky matematiky, fyziky a astronomie,
		vol. 38
			(1993),
			issue 3,
		pp. 129-146
- 
Ježek, Jaroslav; Slavík, Václav:
		Free lattices over halflattices.
		
			(English).
Commentationes Mathematicae Universitatis Carolinae,
		vol. 30
			(1989),
			issue 2,
		pp. 203-211
- 
Pták, Pavel:
		Categories of orthomodular posets.
		
			(English).
Mathematica Slovaca,
		vol. 35
			(1985),
			issue 1,
		pp. 59-65
- 
Ladzianska, Zuzana:
		${\frak m}$-poproduct of lattices.
		
			(English).
Mathematica Slovaca,
		vol. 35
			(1985),
			issue 1,
		pp. 31-35
- 
Hromkovič, Juraj:
		On the number of monotonic functions from two-valued logic to $k$-valued logic.
		
			(English).
Kybernetika,
		vol. 21
			(1985),
			issue 3,
		pp. 228-234
- 
Ladzianska, Zuzana:
		Poproduct decomposition of a lattice.
		
			(English).
Mathematica Slovaca,
		vol. 35
			(1985),
			issue 3,
		pp. 263-266
- 
Ladzianska, Zuzana:
		Poproduct of lattices.
		
			(English).
Mathematica Slovaca,
		vol. 32
			(1982),
			issue 1,
		pp. 3-22
- 
Dorninger, Dietmar; Schweigert, Dietmar:
		Zur Darstellung von Polynomen auf De Morgan Algebren.
		
			(German) [On representation of polynomials on De Morgan algebras].
Czechoslovak Mathematical Journal,
		vol. 30
			(1980),
			issue 1,
		pp. 65-70