Johan Richter
Senior Lecturer/Docent
Department of Mathematics and Natural Sciences
Room J3544, Karlskrona
Research domain: Mathematics and Applications
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I am Senior Lecturer in Mathematics. My research area is ring theory. Ore extensions have been a particular focus of my research.
Selected publications
- Patrik Nystedt, Johan Öinert and Johan Richter, Non-associative Ore extensions, Israel Journal of Mathematics 224 (2018), 263–292
- Patrik Nystedt, Johan Öinert and Johan Richter, Simplicity of Ore monoid rings, Journal of Algebra, Vol. 530, 69-85
- Per Bäck and Johan Richter, Hilbert's basis theorem for non-associative and hom-associative Ore extensions, Preprint
- Per Bäck and Johan Richter, On the hom-associative Weyl algebras, Preprint
Latest publications
- Per Bäck, Patrik Lundström, Johan Öinert, Johan Richter, "Ore extensions of abelian groups with operators", Journal of Algebra, ISSN 0021-8693, EISSN 1090-266X, Vol. 686, pp. 176-194, Elsevier, 2026
- Per Bäck, Johan Richter, "IDEALS IN HOM-ASSOCIATIVE WEYL ALGEBRAS", International Electronic Journal of Algebra, EISSN 1306-6048, Vol. 38, pp. 74-81, Hacettepe University, 2025
- Per Bäck, Johan Richter, "Simplicity of Non-associative Skew Laurent Polynomial Rings", Proceedings of the Edinburgh Mathematical Society, ISSN 0013-0915, EISSN 1464-3839, Vol. 68, No. 1, pp. 1-15, Cambridge University Press, 2025
- Per Bäck, Johan Richter, "Non-associative versions of Hilbert’s basis theorem", Colloquium Mathematicum, ISSN 0010-1354, EISSN 1730-6302, Vol. 176, No. 1, pp. 135-145, Ars Polona-Ruch, 2024
- Patrik Lundstrom, Johan Öinert, Johan Richter, "NON-UNITAL ORE EXTENSIONS", Colloquium Mathematicum, ISSN 0010-1354, EISSN 1730-6302, Vol. 172, No. 2, pp. 217-229, Polish Academy of Sciences, 2023
Current projects
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Completed projects
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