Ralph Freese

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Ralph McKenzieProfessor of Mathematics, Vanderbilt UniversityVerified email at vanderbilt.edu
George McNultyUniversity of South CarolinaVerified email at math.sc.edu
Bjarni JónssonVanderbilt UniversityVerified email at vanderbilt.edu
Marcel JacksonLa Trobe UniversityVerified email at latrobe.edu.au
Brian DaveyEmeritus Professor of Mathematics, La Trobe UniversityVerified email at latrobe.edu.au
Keith KearnesUniversity of Colorado at BoulderVerified email at colorado.edu
Emil KissProfessor of Mathematics, Loránd Eötvös UniversityVerified email at cs.elte.hu
Kira AdarichevaProfessor, Hofstra University, NY USAVerified email at hofstra.edu
Miklos MarotiUniversity of SzegedVerified email at math.u-szeged.hu
Petar MarkovićUniversity of Novi SadVerified email at dmi.uns.ac.rs
Peter JipsenProfessor of Mathematics, Chapman UniversityVerified email at chapman.edu
William DeMeoInput Output (IOHK, IOG)Verified email at iohk.io
Peter GummPhilipps University MarburgVerified email at mathematik.uni-marburg.de
George GratzerDistinguised Professor, University of ManitobaVerified email at ms.umanitoba.ca
Jennifer HyndmanYork UniversityVerified email at yorku.ca

Ralph Freese

Professor of Mathematics, University of Hawaii

Verified email at math.hawaii.edu - Homepage

algebra lattice theory


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Commutator theory for congruence modular varieties R Freese, R McKenzie CUP Archive, 1987	609	1987
Free lattices RS Freese, J Ježek, JB Nation American Mathematical Soc., 1995	344	1995
Congruence lattices of semilattices R Freese, J Nation Pacific Journal of Mathematics 49 (1), 51-58, 1973	121	1973
Free modular lattices R Freese Transactions of the American Mathematical Society 261 (1), 81-91, 1980	94	1980
Projective lattices R Freese, J Nation Pacific Journal of Mathematics 75 (1), 93-106, 1978	94	1978
Automated lattice drawing R Freese Concept Lattices: Second International Conference on Formal Concept Analysis …, 2004	89	2004
A characterization of identities implying congruence modularity I A Day, R Freese Canadian Journal of Mathematics 32 (5), 1140-1167, 1980	83	1980
Residually small varieties with modular congruence lattices R Freese, R McKenzie Transactions of the American Mathematical Society 264 (2), 419-430, 1981	77	1981
Inequalities for generalized matrix functions based on arbitrary characters R Freese Linear Algebra and its Applications 7 (4), 337-345, 1973	70	1973
On the complexity of some Maltsev conditions R Freese, MA Valeriote International Journal of Algebra and Computation 19 (01), 41-77, 2009	67	2009
Congruence modularity implies the Arguesian identity R Freese, B Jónsson Algebra Universalis 6, 225-228, 1976	66	1976
Congruence lattices of algebras of fixed similarity type. I R Freese, WA Lampe, W Taylor Pacific Journal of Mathematics 82 (1), 59-68, 1979	61	1979
Standard topological algebras: syntactic and principal congruences and profiniteness DM Clark, BA Davey, RS Freese, M Jackson Algebra Universalis 52, 343-376, 2005	55	2005
Free lattices, volume 42 of Mathematical Surveys and Monographs R Freese, J Jezek, JB Nation American Mathematical Society, Providence, RI, 1995	55	1995
The variety of modular lattices is not generated by its finite members R Freese Transactions of the American Mathematical Society 255, 277-300, 1979	53	1979
Projective geometries as projective modular lattices R Freese Transactions of the American Mathematical Society 251, 329-342, 1979	51	1979
An application of Dilworth's lattice of maximal antichains R Freese Discrete Mathematics 7 (1-2), 107-109, 1974	51	1974
The Dilworth theorems: selected papers of Robert P. Dilworth KP Bogart, RS Freese, JPS Kung Birkhäuser, 1990	45	1990
Free lattices, volume 42 of R Freese, J Jezek, JB Nation Mathematical Surveys and Monographs, 1995	33	1995
On some identities valid in modular congruence varieties R Freese, C Herrmann, AP Huhn Algebra Universalis 12, 322-334, 1981	33	1981

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