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Researcher
Spela Spenko
- Keywords: Mathematics
- Disciplines: Geometry not elsewhere classified, Category theory, homological algebra, Associative rings and algebras, Algebraic geometry
Affiliations
- Mathematics (Department)
Member
From 1 Mar 2017 → 29 Feb 2020 - Algebra (Research group)
Member
From 1 Mar 2017 → 13 Oct 2019 - Mathematics (Department)
Member
From 1 Mar 2017 → 30 Sep 2019
Projects
1 - 1 of 1
- Non-commutative resolutions of quotient singularities for reductive groups - INCOMING [Pegasus]² Marie Sklodowska-Curie Fellowship: Appllicant Spela SpenkoFrom 1 Mar 2017 → 1 Oct 2019Funding: FWO fellowships
Publications
1 - 10 of 25
- The Frobenius morphism in invariant theory II(2022)Published in: Adv. Math.ISSN: 0001-8708Volume: 410
- Perverse schobers and GKZ systems(2022)Published in: Adv. Math.ISSN: 0001-8708Volume: 402
- On the noncommutative Bondal-Orlov conjecture for some toric varieties(2022)Published in: Mathematische ZeitschriftISSN: 0025-5874Issue: 1Volume: 300Pages: 1055-1068
- Semi-orthogonal decompositions of GIT quotient stacks(2021)Published in: Selecta Mathematica, New SeriesISSN: 1022-1824Issue: 2Volume: 27
- Tilting bundles on hypertoric varieties(2021)Published in: International Mathematics Research NoticesISSN: 1073-7928Issue: 2Volume: 2021Pages: 1034-1042
- Non-commutative crepant resolutions for some toric singularities(2020)Published in: International Mathematics Research NoticesISSN: 1073-7928Issue: 21Volume: 2020Pages: 8120-8138
- Positive trace polynomials and the universal Procesi–Schacher conjecture(2018)Published in: Proc. London Math. Soc.ISSN: 0024-6115Issue: 6Volume: 117Pages: 1101-1134
- Non-commutative resolutions of quotient singularities for reductive groups(2017)Published in: Inventiones MathematicaeISSN: 0020-9910Issue: 1Volume: 210Pages: 3-67
- Comparing the commutative and non-commutative resolutions for determinantal varieties of skew symmetric and symmetric matrices(2017)Published in: Adv. Math.ISSN: 0001-8708Volume: 317Pages: 350-370
- Generalised Witt algebras and idealizers(2017)Published in: Journal of AlgebraISSN: 0021-8693Volume: 483Pages: 415-428