Algebra Universalis : Impact Factor & More
eISSN: 1420-8911pISSN: 0002-5240
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Aims and Scope of Algebra Universalis
Algebra Universalis is an international scientific journal focused on universal algebra and lattice theory. The journal, founded in 1971 by George Grätzer, is currently published by Springer-Verlag. Honorary editors in chief of the journal included Alfred Tarski and Bjarni Jónsson. Less
Key Metrics
CiteScore 
1
Impact Factor
< 5
SJR
Q3Logic
SNIP
0.96
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Topics Covered on Algebra Universalis
Algebra Universalis Journal Specifications
Indexed in the following public directories
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Scopus 
SJR
| Overview | |
| Publisher | SPRINGER BASEL AG |
| Language | English |
| Frequency | Continuous publication |
| General Details | |
| Language | English |
| Frequency | Continuous publication |
| Publication Start Year | 1971 |
| Publisher URL | Visit website |
| Website URL | Visit website |
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Recently Published Papers in Algebra Universalis
Clonoids of Boolean functions with a monotone or discriminator source clone
- 22 Dec 2025
- Algebra universalis
Enriched Płonka sums
- 12 Dec 2025
- Algebra universalis
The finite basis problem for additively idempotent semirings of order four, II
- 21 Oct 2025
- Algebra universalis
The Priestley duality for $$\prec $$-distributive $$\vee $$-predomains
- 29 Sep 2025
- Algebra universalis
The prime spectrum of $$\ell $$-groups and MV-algebras
- 22 Sep 2025
- Algebra universalis
Free strict n-tuple semigroups are determined by their endomorphism semigroups
- 30 Aug 2025
- Algebra universalis
Clonoids of Boolean functions with a monotone or discriminator source clone
- 22 Dec 2025
- Algebra universalis
Enriched Płonka sums
- 12 Dec 2025
- Algebra universalis
The finite basis problem for additively idempotent semirings of order four, II
- 21 Oct 2025
- Algebra universalis
The Priestley duality for $$\prec $$-distributive $$\vee $$-predomains
- 29 Sep 2025
- Algebra universalis
The prime spectrum of $$\ell $$-groups and MV-algebras
- 22 Sep 2025
- Algebra universalis
Free strict n-tuple semigroups are determined by their endomorphism semigroups
- 30 Aug 2025
- Algebra universalis
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