Lie Algebras and Related Topics
Lie Algebras and Related Topics Proceedings of a Conference Held at New Brunswick, New Jersey, May 29–31, 1981 / [electronic resource] :
edited by David Winter.
- VIII, 240 p. online resource.
- Lecture Notes in Mathematics, 933 0075-8434 ; .
- Lecture Notes in Mathematics, 933 .
Representations of rank one lie algebras of characteristic p -- The classification problem for simple lie algebras of characteristic p -- Normalizer towers in semisimple Lie algebras -- A classification of pointed An-modules -- Representations of affine lie algebras, hecke modular forms and korteweg—De vries type equations -- A note on the centers of lie algebras of classical type -- Some problems on infinite dimensional lie algebras and their representations -- Some simple Lie algebras of characteristic 2 -- Affine Lie algebras and combinatorial identities -- An embedding of PSL(2,13) in ? 0 -- Affine lie algebras and theta-functions -- Resolutions of irreducible highest weight modules over infinite dimensional graded lie algebras -- Representations of lie p-algebras -- Noncocommutative sequences of divided powers -- Eclidean lie algebras are universal central extensions -- The fitting and jordan structure of affine semigroups.
9783540392620
10.1007/BFb0093349 doi
Topological Groups.
Topological Groups, Lie Groups.
QA252.3 QA387
512.55 512.482
Representations of rank one lie algebras of characteristic p -- The classification problem for simple lie algebras of characteristic p -- Normalizer towers in semisimple Lie algebras -- A classification of pointed An-modules -- Representations of affine lie algebras, hecke modular forms and korteweg—De vries type equations -- A note on the centers of lie algebras of classical type -- Some problems on infinite dimensional lie algebras and their representations -- Some simple Lie algebras of characteristic 2 -- Affine Lie algebras and combinatorial identities -- An embedding of PSL(2,13) in ? 0 -- Affine lie algebras and theta-functions -- Resolutions of irreducible highest weight modules over infinite dimensional graded lie algebras -- Representations of lie p-algebras -- Noncocommutative sequences of divided powers -- Eclidean lie algebras are universal central extensions -- The fitting and jordan structure of affine semigroups.
9783540392620
10.1007/BFb0093349 doi
Topological Groups.
Topological Groups, Lie Groups.
QA252.3 QA387
512.55 512.482