reductive lie group造句
例句與造句
- One of the most important applications of Lie algebra representations is to the representation theory of real reductive Lie group.
- "' Thomas Jones Enright "'is an American mathematician known for his work in the algebraic theory of reductive Lie groups.
- For many reductive Lie groups this has been solved; see representation theory of SL2 ( R ) and representation theory of the Lorentz group for examples.
- The associated reductive Lie groups are of significant interest : the Langlands program is based on the premise that what is done for one reductive Lie group should be done for all.
- The associated reductive Lie groups are of significant interest : the Langlands program is based on the premise that what is done for one reductive Lie group should be done for all.
- It's difficult to find reductive lie group in a sentence. 用reductive lie group造句挺難的
- The concept of reductive is not quite the same for Lie groups as it is for algebraic groups because a reductive Lie group can be the group of real points of a unipotent algebraic group.
- They were classified by Knapp and Zuckerman, and used by Langlands in the Langlands classification of irreducible representations of a reductive Lie group " G " in terms of the tempered representations of smaller groups.
- In geometry, a Clifford Klein form is a double coset space, where is a reductive Lie group, is a closed subgroup, and is a discrete subgroup ( of ) that acts properly discontinuously on the homogeneous space.
- Generalizing Wolpert's work on the Weil-Petersson symplectic structure on the space of hyperbolic structures on surfaces, he found an algebraic-topological description of a symplectic structure on spaces of representations of a surface group in a reductive Lie group.
- this is an example of the unipotent radical of a Borel subgroup ( of the M鯾ius group, or of SL ( 2, "'C "') for the matrix group; the notion is defined for any reductive Lie group ).