Mark Kleiner
Affiliations: | Syracuse University, Syracuse, NY, United States |
Area:
MathematicsGoogle:
"Mark Kleiner"Children
Sign in to add traineeHelene R. Tyler | grad student | 2002 | Syracuse |
Markus Reitenbach | grad student | 2005 | Syracuse |
Allen N. Pelley | grad student | 2007 | Syracuse |
Earnest Akofor | grad student | 2010 | Syracuse |
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Publications
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Kleiner M, Reitenbach M. (2012) Adjoint functors, projectivization, and differentiation algorithms for representations of partially ordered sets Journal of Algebra. 353: 224-248 |
Kleiner M, Tyler HR. (2008) Sequences of reflection functors and the preprojective component of a valued quiver Journal of Pure and Applied Algebra. 212: 718-726 |
Kleiner M, Pelley A. (2007) Admissible sequences, preprojective representations of quivers, and reduced words in the weyl group of a Kac-Moody algebra International Mathematics Research Notices. 2007 |
Diaz SP, Kleiner M. (2007) Almost split morphisms, preprojective algebras and multiplication maps of maximal rank Journal of Algebra. 315: 210-223 |
Jagadeeshan S, Kleiner M. (2006) Finite-dimensional algebras with smallest resolutions of simple modules Journal of Algebra. 305: 146-162 |
Kleiner M, Reiten I. (2005) Abelian categories, almost split sequences, and comodules Transactions of the American Mathematical Society. 357: 3201-3214 |
Kleiner M, Tyler HR. (2005) Admissible sequences and the preprojective component of a quiver Advances in Mathematics. 192: 376-402 |
Chin W, Kleiner M, Quinn D. (2005) Local theory of almost split sequences for comodules Annali Dell'Universita' Di Ferrara. 51: 183-196 |
Kleiner M. (2004) The graded preprojective algebra of a quiver Bulletin of the London Mathematical Society. 36: 13-22 |
Kleiner M, Perez E. (2003) Computation of Almost Split Sequences with Applications to Relatively Projective and Prinjective Modules Algebras and Representation Theory. 6: 251-284 |