theory of lie algebra造句

Their representation theory is similar to the representation theory of Lie algebras.
(For a more elementary introduction to how the representation theory of Lie algebras are related to particle physics, see the article Particle physics and representation theory .)
These weights in particularly their geometry are of central importance in understanding the representation theory of Lie algebras, specifically the finite-dimensional representations of semisimple Lie algebras.
In mathematics, "'generalized Verma modules "'are a generalization of a ( true ) Verma module, and are objects in the representation theory of Lie algebras.
In mathematics, in particular the theory of Lie algebras, the "'Weyl group "'of a root system ? is a subgroup of the isometry group of the root system.
It's difficult to find theory of lie algebra in a sentence. 用theory of lie algebra造句挺难的

There are other general examples, as well : it occurs in the theory of Lie algebras, where the tensor algebra of a Lie algebra forms a Poisson algebra; a detailed construction of how this comes about is given in the universal enveloping algebra article.
Because of her mother's illness, she returned to La Coru馻 in 1983, and remained away from the academic world, except some sporadic collaboration with institutions such as AGAPEMA . Her research mainly focused on group theory and the theory of Lie algebras.
In mathematics, more specifically in abstract algebra, in the theory of Lie algebras, the "'Poincar? Birkhoff Witt theorem "'( or "'PBW theorem "') is a result giving an explicit description of the universal enveloping algebra of a Lie algebra.
The term " ladder operator " is also sometimes used in mathematics, in the context of the theory of Lie algebras and in particular the affine Lie algebras, to describe the su ( 2 ) subalgebras, from which the root system and the highest weight modules can be constructed by means of the ladder operators.