Juha Honkala
jhonkala@utu.fi +358 29 450 4302 +358 50 300 1017 Vesilinnantie 5 Turku |
- Commuting Upper Triangular Binary Morphisms (2024)
- Fundamenta Informaticae
- Rational power series in several noncommuting variables and the Skolem–Mahler–Lech theorem (2024)
- Theoretical Computer Science
- (2021)
- Theoretical Computer ScienceActa Informatica
- A characterization of free pairs of upper triangular free monoid morphisms (2019)
- Information and Computation
- A new bound for the D0L language equivalence problem (2018)
- (2018)
- Theoretical Computer Science
- D0L sequences and their equality sets (2017)
- Fundamenta Informaticae
- (2017)
- Theoretical Computer Science
- Rational series with high image complexity (2017)
- RAIRO: Informatique Théorique et Applications / RAIRO: Theoretical Informatics and Applications
- (2015)
- RAIRO: Informatique Théorique et Applications / RAIRO: Theoretical Informatics and Applications
- Language-theoretic problems in certain matrix monoids (2015)
- Theoretical Computer Science
- Products of matrices and recursively enumerable sets (2015)
- Journal of Computer and System SciencesTheoretical Computer Science
- The freeness problem for uniform free monoid morphisms (2015) Multidisciplinary Creativity Honkala Juha
- A Kraft-McMillan inequality for free semigroups of upper-triangular matrices (2014)
- Information and Computation
- Recognizability in certain matrix monoids (2014) Discrete Mathematics and Computer Science. In Memoriam Alexandru Mateescu (1952-2005) Honkala J
- Remarks concerning the freeness problem over morphism and matrix semigroups (2014)
- The freeness problem over matrix semigroups and bounded languages (2014)
- Information and Computation
- The sequence equivalence problem for primitive DOL systems (2013)
- Journal of Computer and System Sciences
- A Characterization of Regular Languages as Equality Sets of HDT0L Sequences (2012)
- Fundamenta Informaticae
- EQUALITY SETS OF MORPHIC WORD SEQUENCES (2012)
- International Journal of Foundations of Computer Science