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Dr Kevin Coulembier

F07 - Carslaw Building
The University of Sydney
Website Personal web page

Current research students

Project title Research student
Tensor triangular geometry of polynomial representations of GL_n Giulian WIGGINS
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Selected grants

2018

  • New Dualities in Modular Representation Theory; Yacobi O, Coulembier K, Pevtsova J; Australian Research Council (ARC)/Discovery Projects (DP).

2017

  • Quasi-hereditary categories in Lie theory; Coulembier K; Australian Research Council (ARC)/Discovery Early Career Researcher Award (DECRA).
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Selected publications

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Journals

  • Coulembier, K., Zhang, R. (2019). Borelic pairs for stratified algebras. Advances in Mathematics, 345, 53-115. [More Information]
  • Barbier, S., Coulembier, K. (2018). On structure and TKK algebras for Jordan superalgebras. Communications in Algebra, 46(2), 684-704. [More Information]
  • Barbier, S., Coulembier, K. (2018). On structure and TKK algebras for Jordan superalgebras. Communications in Algebra, 46(2), 684-704. [More Information]
  • Coulembier, K. (2018). Ringel duality and Auslander�Dlab�Ringel algebras. Journal of Pure and Applied Algebra, 222(12), 3831-3848. [More Information]
  • Coulembier, K. (2018). Tensor ideals, Deligne categories and invariant theory. Selecta Mathematica, New Series, 24(5), 4659-4710. [More Information]
  • Coulembier, K., Mazorchuk, V. (2018). The G-Centre and gradable derived equivalences. Journal of the Australian Mathematical Society, 105(3), 289-315. [More Information]
  • Coulembier, K. (2018). The periplectic Brauer algebra. Proceedings of the London Mathematical Society, 117(3), 441-482. [More Information]
  • Coulembier, K., Ehrig, M. (2018). The periplectic Brauer algebra II: Decomposition multiplicities. Journal of Combinatorial Algebra, 2(1), 1-28. [More Information]
  • Coulembier, K., Serganova, V. (2017). Homological invariants in category O for the general linear superalgebra. Transactions of the American Mathematical Society, 369(11), 7961-7997. [More Information]
  • Barbier, S., Coulembier, K. (2017). Polynomial Realisations of Lie (Super)Algebras and Bessel Operators. International Mathematics Research Notices, 2017 (10), 3148-3179. [More Information]
  • Coulembier, K., Mazorchuk, V. (2017). Some homological properties of category O. IV. Forum Mathematicum, 29(5), 1083-1124. [More Information]
  • Coulembier, K. (2016). Bott-Borel-Weil theory and Bernstein-Gel'fand-Gel'fand reciprocity for Lie superalgebras. Transformation Groups, 21(3), 681-723. [More Information]
  • Coulembier, K., Mazorchuk, V. (2016). Primitive ideals, twisting functors and star actions for classical Lie superalgebras. Journal fur die Reine und Angewandte Mathematik (Crelle's journal), 718(718), 207-253. [More Information]
  • Barbier, S., Coulembier, K. (2016). The Joseph ideal for sl(m|n). Springer Proceedings in Mathematics and Statistics, 191, 489-499. [More Information]
  • Coulembier, K. (2016). The Primitive Spectrum of a Basic Classical Lie Superalgebra. Communications in Mathematical Physics, 348(2), 579-602. [More Information]
  • Coulembier, K. (2013). The Orthosymplectic Superalgebra in Harmonic Analysis. Journal of Lie Theory, 23(1), 55-83.
  • Coulembier, K., Zhang, R. (2012). Invariant integration on orthosymplectic and unitary supergroups. Journal of Physics A: Mathematical and Theoretical, 45(2012), 1-32. [More Information]

2019

  • Coulembier, K., Zhang, R. (2019). Borelic pairs for stratified algebras. Advances in Mathematics, 345, 53-115. [More Information]

2018

  • Barbier, S., Coulembier, K. (2018). On structure and TKK algebras for Jordan superalgebras. Communications in Algebra, 46(2), 684-704. [More Information]
  • Barbier, S., Coulembier, K. (2018). On structure and TKK algebras for Jordan superalgebras. Communications in Algebra, 46(2), 684-704. [More Information]
  • Coulembier, K. (2018). Ringel duality and Auslander�Dlab�Ringel algebras. Journal of Pure and Applied Algebra, 222(12), 3831-3848. [More Information]
  • Coulembier, K. (2018). Tensor ideals, Deligne categories and invariant theory. Selecta Mathematica, New Series, 24(5), 4659-4710. [More Information]
  • Coulembier, K., Mazorchuk, V. (2018). The G-Centre and gradable derived equivalences. Journal of the Australian Mathematical Society, 105(3), 289-315. [More Information]
  • Coulembier, K. (2018). The periplectic Brauer algebra. Proceedings of the London Mathematical Society, 117(3), 441-482. [More Information]
  • Coulembier, K., Ehrig, M. (2018). The periplectic Brauer algebra II: Decomposition multiplicities. Journal of Combinatorial Algebra, 2(1), 1-28. [More Information]

2017

  • Coulembier, K., Serganova, V. (2017). Homological invariants in category O for the general linear superalgebra. Transactions of the American Mathematical Society, 369(11), 7961-7997. [More Information]
  • Barbier, S., Coulembier, K. (2017). Polynomial Realisations of Lie (Super)Algebras and Bessel Operators. International Mathematics Research Notices, 2017 (10), 3148-3179. [More Information]
  • Coulembier, K., Mazorchuk, V. (2017). Some homological properties of category O. IV. Forum Mathematicum, 29(5), 1083-1124. [More Information]

2016

  • Coulembier, K. (2016). Bott-Borel-Weil theory and Bernstein-Gel'fand-Gel'fand reciprocity for Lie superalgebras. Transformation Groups, 21(3), 681-723. [More Information]
  • Coulembier, K., Mazorchuk, V. (2016). Primitive ideals, twisting functors and star actions for classical Lie superalgebras. Journal fur die Reine und Angewandte Mathematik (Crelle's journal), 718(718), 207-253. [More Information]
  • Barbier, S., Coulembier, K. (2016). The Joseph ideal for sl(m|n). Springer Proceedings in Mathematics and Statistics, 191, 489-499. [More Information]
  • Coulembier, K. (2016). The Primitive Spectrum of a Basic Classical Lie Superalgebra. Communications in Mathematical Physics, 348(2), 579-602. [More Information]

2013

  • Coulembier, K. (2013). The Orthosymplectic Superalgebra in Harmonic Analysis. Journal of Lie Theory, 23(1), 55-83.

2012

  • Coulembier, K., Zhang, R. (2012). Invariant integration on orthosymplectic and unitary supergroups. Journal of Physics A: Mathematical and Theoretical, 45(2012), 1-32. [More Information]
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