- Categories of integrable sl()-, o()-, sp()-Ivan Penkov and Vera Serganova
- MOSCOW MATHEMATICAL JOURNAL Volume 2, Number 4, OctoberDecember 2002, Pages 753767
- Classically Semisimple Locally Finite Lie Superalgebras
- IMRN International Mathematics Research Notices 2004, No. 55
- A CONSTRUCTION OF GENERALIZED HARISH-CHANDRA MODULES WITH ARBITRARY MINIMAL k-TYPE
- Parabolic and Levi subalgebras of finitary Lie Elizabeth Dan-Cohen
- Parabolic Subgroups of Real Direct Limit Lie Groups Elizabeth Dan-Cohen
- TRIVIALITY OF VECTOR BUNDLES ON TWISTED IND-GRASSMANNIANS
- TENSOR REPRESENTATIONS OF CLASSICAL LOCALLY FINITE LIE ALGEBRAS
- ON BOUNDED GENERALIZED HARISH-CHANDRA IVAN PENKOV AND VERA SERGANOVA
- A BOTTBORELWEIL THEOREM FOR DIAGONAL INDGROUPS IVAN DIMITROV AND IVAN PENKOV
- LEVI COMPONENTS OF PARABOLIC SUBALGEBRAS OF FINITARY LIE ALGEBRAS
- ON HOMOMORPHISMS OF DIAGONAL LIE ALGEBRAS Siarhei M. Markouski
- ASIAN J. MATH. c 2004 International Press Vol. 8, No. 4, pp. 795812, December 2004 010
- BOUNDED SIMPLE (g, sl(2))-MODULES FOR rkg = 2 IVAN PENKOV AND VERA SERGANOVA
- Alexey Petukhov Ph.D. Thesis
- A KOSZUL CATEGORY OF REPRESENTATIONS OF FINITARY LIE ALGEBRAS
- On root Fernando-Kac subalgebras of finite type
- Bremer Kreuz Bremerhaven
- ON THE STRUCTURE OF THE FUNDAMENTAL SERIES OF GENERALIZED HARISH-CHANDRA MODULES
- To Bertram Kostant A CONSTRUCTION OF GENERALIZED
- TRIVIALITY OF VECTOR BUNDLES ON TWISTED IND-GRASSMANNIANS
- Finite rank vector bundles on inductive limits of grassmannians
- Journal of Algebra Volume 308, Issue 2, 2007, pages 583-611
- Locally semisimple and maximal subalgebras of the finitary Lie algebras gl(), sl(), so(), and sp()
- Duke Mathematical Journal 125 2004, 329-349.
