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Moody and Victor G. Kac in 1968. Inspired by mathematical structures found by theoretical physicists, and by the desire to understand the ``monstrous moonshine'' of the Monster group, the theory of vertex operator algebras (VOA's) was introduced by Borcherds, Frenkel, Lepowsky and Meurman. ...
18.747-Victor G. Kac A. K. Raina Bombay lectures on Highest weight representations of infinite dimensional Lie algebras 1988 热度: 相关推荐 a r X i v : m a t h / 0 2 0 3 1 9 5 v 2 [ m a t h . R T ] 2 0 A u g 2 0 0 2 Quiverrepresentationsrespectingaquiverautomorph...
(人民日报)L中国禁毒在线的微博视频 ...展开全文c 2 0 ñ4 +关注 爱奇艺综艺 06月10日 12:23 【@爱奇艺我要这样生活官博 第六期正片】#我要这样生活#@范丞丞Adam0616 和大神@UziQAQ 开黑打游戏,浪到飞起畅玩灰屏游戏@鞠婧祎 想念剧场,和好友睡衣趴互送寄语绝美落泪@马伯骞Victor ...
VICTOR KANAGAWA DISPLAY MONITOR ME-9812 DC12V E2759B31 KD21016-001 TK-MF194V-0 MORI SEIKI SL2 SL-2 CNC LATHE SPINDLE HYDRAULIC ACTUATOR DRAWBAR DRAW BAR 1.75' KME CNC MONITOR 26S10MA38H CINCINNATI ARROW MONITOR MITSUBISHI MACOME POSITIONING MODULE BKO C1730-01 BKOC1730-01 ...
Kac–Moody代数是一个李代数,通常无限维,其定义自(Victor Kac所谓的)广义根系。Kac–Moody 代数的应用遍及数学和理论物理学。 目录 1简介 2定义 折叠编辑本段简介 Kac–Moody代数是一个李代数, 通常无限维,来自其定义自(Victor Kac自所谓的)广义根系. Kac–Moody 代数的应用遍及数学和理论物理学. ...
In this chapter we begin a systematic study of the Kac-Moody algebras. Recall that this is the Lie algebra g(A) associated to a generalized Cartan matrix A. The main object of the chapter is the Weyl...doi:10.1007/978-1-4757-1382-4_3Victor G. Kac...
In 1984, Victor Kac [8] suggested an approach to a description of central elements of a completion of for any Kac-Moody Lie algebra . The method is based on a recursive procedure. Each step is reduced to a system of linear equations over a certain subalgebra of meromorphic functions on ...
Over 50 years ago, Victor Kac and Robert Moody introduced Kac-Moody Lie algebras as a natural generalization of semisimple Lie algebras that were completely classified already. These algebras have found many connections to phenomena in both mathematics and physics. The Kac-Moody algebras come in ...