Algebra universalis
Algebra Universalis publishes papers in universal algebra, lattice theory, and related fields. In a pragmatic way, one could define the areas of interest of the journal as the union of the areas of interest of the members of the Editorial Board. In addition to research papers, we...
Metrics
Scimago and CountryOfPapers database fields
SJR Impact
0,591
H-index
34
Docs (year)
46
Docs 3y
136
Total refs
1079
Cites 3y
89
Citable 3y
136
Cites/Doc 2y
0.71
Ref/Doc
23.46
Immediate OA
2290 €
Embargoed OA
NPD
Non OA / Submission
0 €
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Researcher reviews
Best articles by citations
Archimedeanness and the MacNeille completion of pseudoeffect algebras and po-groups
View moreYet another single law for lattices
View moreFlat and weakly flat projection algebras
View moreFinite distributive lattices and the splitting property
View moreDegree of matrix relation algebras
View moreCube-like structures generated by filters
View moreComparing decision problem for various paradigms of algebraic logic
View moreCollapsing monoids containing permutations and constants
View moreCodimension and pseudometric in co-Heyting algebras
View moreClutters and circuits III
View moreCentrality and connectors in Maltsev categories
View moreCayley-like representations are for all algebras, not merely groups
View moreCauchy completions of MV-algebras
View more"Correction to ""Some properties of complete congruence lattices"
View moreAlgebras with a compatible uniformity
View moreAlgebras over variable theories
View moreA survey of recent results on congruence lattices of lattices
View moreA Simplicial elimination scheme for ?-semidistributive lattices and interval collapsing
View moreA note on congruences of semilattices with sectionally finite height
View moreA non-dualisable entropic algebra
View moreA Generalization of Moufang and Steiner Loops
View moreA coalgebraic approach to quasigroup permutation representations
View moreA characterization of relatively balanced lattices
View moreA Cantor-Bernstein type theorem for effect algebras
View more