< Back to previous page
Researcher
Eric Jespers
- Research interest:
- wiskunde: algebra (groepen, semigroepen, ringen, representaties)
- Keywords:Mathematics
- Disciplines:Associative rings and algebras , Group theory and generalisations , K-theory , Algebra not elsewhere classified
- Users of research expertise:
- wiskunde: algebra (groepen, semigroepen, ringen, representaties)
Affiliations
- Mathematics (Department)
Member
From1 Sep 1998 → Today - Algebra and Analysis (Research group)
Member
From13 Feb 2020 → Today - Algebra (Research group)
Responsible
From1 Sep 1998 → Today
Projects
1 - 9 of 9 results
- Solutions of the Yang-Baxter equation and associated algebraic structuresFrom1 Oct 2018 → 30 Sep 2020Funding: FWO fellowships
- Finite subgroups and quotients of the unit group of the integral group ringFrom1 Oct 2016 → 30 Sep 2020Funding: FWO fellowships
- Groups, group rings, braces and set-theoretic solutions of the Yang-Baxter EquationFrom1 Jan 2016 → 31 Dec 2020Funding: FWO research project
- Description of concrete subgroups of the unit group of an integral group ringFrom1 Oct 2015 → 30 Sep 2019Funding: FWO fellowships
- Identities of Algebras and Groups and their Asymptotic BehaviourFrom1 Oct 2014 → 30 Sep 2018Funding: FWO fellowships
- Units in integral group rings: the first Zassenhaus conjecture and the structure of normalizers of subgroups of group basesFrom1 Oct 2013 → 31 Dec 2019Funding: FWO fellowships
- Groups, Group ringen and the Yang-Baxter equationFrom1 Jan 2012 → 31 Dec 2015Funding: FWO research project
- Group representations: idempotents in group algebras and applications to unitsFrom1 Oct 2011 → 30 Sep 2015Funding: FWO fellowships
- Algebraic structure and representations of concrete classes of algebras, groups and semigroupsFrom1 Jan 2009 → 31 Dec 2009Funding: FWO research grant KAN
Publications
1 - 10 of 56 results
- Corrigendum and addendum to "The structure monoid and algebra of a non-degenerate set-theoretic solution of the Yang-Baxter equation"(2020)
Authors: Lukasz Kubat, Eric Jespers, Arne Van Antwerpen
Pages: 4517-4521Number of pages: 5 - Asymmetric product of left braces and simplicity; new solutions of the Yang–Baxter equation(2019)
Authors: David Bachiller, Ferran Cedó, Jan Okninski, Eric Jespers
Number of pages: 30 - Factorizations of skew braces(2019)
Authors: Lukasz Kubat, Arne Van Antwerpen, Eric Jespers, Leandro Vendramin
Pages: 1649–1663Number of pages: 15 - On polynomials that are not quite an identity on an associative algebra(2019)
Authors: Eric Jespers, David Riley, Mayada Shahada
Pages: 371-391Number of pages: 21 - The structure monoid and algebra of a non-degenerate set-theoretic solution of the Yang-Baxter equation(2019)
Authors: Lukasz Kubat, Eric Jespers, Arne Van Antwerpen
Pages: 7191-7223Number of pages: 33 - Left semi-braces and solutions of the Yang-Baxter equation(2019)
Authors: Arne Van Antwerpen, Eric Jespers
Pages: 241-263Number of pages: 23 - Iterated matched products of finite braces and simplicity; new solutions of the Yang-Baxter equation(2018)
Authors: Ferran Cedo, D. Bachiller, Eric Jespers, J. Okninski
Pages: 4881-4907Number of pages: 27 - Finitely generated algebras defined by homogeneous quadratic monomial relations and their underlying monoids II(2017)
Authors: Eric Jespers, Maya Van Campenhout
Pages: 524-546Number of pages: 23 - Semigroup graded algebras and graded PI-exponent(2017)
Authors: Alexey Gordienko, Geoffrey Janssens, Eric Jespers
Pages: 387–452Number of pages: 66 - A family of irretractable square-free solutions of the Yang-Baxter equation(2017)
Authors: Ferran Cedo, Eric Jespers, J. Okninski, D. Bachiller
Pages: 1291-1306Number of pages: 16