Rolf Källström

Professor, matematik


Växel: 026-64 85 00
Direkt: 026-64 82 75
Mobil: 070-622 93 09

Aktuell forskning

I work in fields ranging from algebraic geometry, commutative algebra to representation theory where a main interest is D-module theory. Problems are taken from mathematical physics, and in particular conformal field theory, where for instance so-called minimal models (classifying critical 2-dimensional statistical mechanical systems) can be described as certain smooth D-modules. Another interest related to physics is quantum integrable systems and its spectral theory.Here are some key words: modules over Lie algebroids on singular spaces, regular singularities, lifting derivations, homological dimension, Kashiwara´s conjecture, principal parts, compactification of quantum systems. inference.

>>Kontakta Rolf Källström

Senaste publikationerna

Källström, R. & Tadesse, Y. (2015). Hilbert series of modules over Lie algebroids. Journal of Algebra, 432, 129-184. 10.1016/j.jalgebra.2015.02.020 [Mer information]
Källström, R. (2014). D-modules with finite support are semi-simple. Arkiv för matematik, 52 (2), 291-299. 10.1007/s11512-013-0186-z [Mer information]
Källström, R. (2013). Purity of Branch and Critical locus. Journal of Algebra, 379, 156-178. 10.1016/j.jalgebra.2013.01.006 [Mer information]
Källström, R. (2011). The Zariski-Lipman conjecture for complete intersections. Journal of Algebra, 337 (1), 169-180. 10.1016/j.jalgebra.2011.05.003 [Mer information]
Källström, R. (2009). Liftable derivations of generically separably algebraic morphisms of schemes. Transactions of the American Mathematical Society, 361 (1), 495-523. 10.1090/S0002-9947-08-04534-0 [Mer information]
Publicerad av: Zara Lindahl Sidansvarig: Gunilla Mårtensson Sidan uppdaterades: 2016-12-19
Högskolan i Gävle
Box 801 76 GÄVLE
026-64 85 00 (växel)