Staff profile

• Representations of finite and p-adic groups
• Representation growth and zeta functions
• Algebraic groups

• Pure Mathematics: Algebra & Number Theory

• 0000: From June 2017: Full member of the EPSRC Peer Review College.

Conference Paper

• Stasinski, A. (2017), Representations of GL_N over finite local principal ideal rings: an overview, in Brumley, Farrell, Gómez Aparicio, Maria Paula & Mínguez, Alberto eds, Contemporary Mathematics 691: Around Langlands Correspondences. Paris, France, American Mathematical Society, Providence, Rhode Island, 337-358.

Journal Article

• Stasinski, Alexander (2021). A uniform proof of the finiteness of the class group of a global field. The American Mathematical Monthly 128(3): 239-249.
• Stasinski, Alexander (2021). Representations of SL over finite local rings of length two. Journal of Algebra 566: 119-135.
• Häsä, J. & Stasinski, A. (2019). Representation growth of compact linear groups. Transactions of the American Mathematical Society 372(2): 925-980.
• Stasinski, Alexander & Vera-Gajardo, Andrea (2019). Representations of reductive groups over finite local rings of length two. Journal of Algebra 525: 171-190.
• Stasinski, A. (2018). Commutators of trace zero matrices over principal ideal rings. Israel Journal of Mathematics 228(1): 211-227.
• Stasinski, A. & Stevens, S. (2017). The regular representations of GLN over finite local principal ideal rings. Bulletin of the London Mathematical Society 49(6): 1066-1084.
• Chen, Zhe & Stasinski, Alexander (2017). The algebraisation of higher Deligne–Lusztig representations. Selecta Mathematica 23(4): 2907-2926.
• Stasinski, Alexander & Voll, Christopher (2017). Representation zeta functions of some nilpotent groups associated to prehomogeneous vector spaces. Forum Mathematicum 29(3): 717-734.
• Stasinski, Alexander (2016). Similarity and commutators of matrices over principal ideal rings. Transactions of the American Mathematical Society 368(4): 2333-2354.
• Stasinski, Alexander & Voll, Christopher (2014). Representation zeta functions of nilpotent groups and generating functions for Weyl groups of type B. American Journal of Mathematics 136 (2): 501-550.
• Stasinski, Alexander & Voll, Christopher (2013). A New Statistic on the Hyperoctahedral Groups. The Electronic Journal of Combinatorics 20(3): 50.
• Stasinski, Alexander (2012). Reductive group schemes, the Greenberg functor, and associated algebraic groups. Journal of Pure and Applied Algebra 216(5): 1092–1101.
• Stasinski, Alexander (2011). Extended Deligne–Lusztig varieties for general and special linear groups. Advances in Mathematics 226(3): 2825–2853.
• Aubert, A.-M., Onn, U., Prasad, A. & Stasinski, A. (2010). On cuspidal Representations of General Linear Groups over Discrete Valuation Rings. Israel Journal of Mathematics 175(1): 391-420.
• Stasinski, Alexander (2009). The smooth representations of GL_2(o). Communications in Algebra 37(12): 4416-4430.
• Stasinski, Alexander (2009). Unramified representations of reductive groups over finite rings. Representation Theory 13: 636-656.