# lie type in a sentence

- Similarly, many groups of
*Lie type* are Hurwitz. - Special branches include Weyl groups, Coxeter groups, and Groups of
*Lie type*. - Next comes, G 2 ( 4 ) being an exceptional group of
*Lie type*. - In particular, over finite fields, they give rise to finite groups of
*Lie type*. - In some other sources, the Tits group is regarded as neither sporadic nor of
*Lie type*. - It's difficult to find
*lie type* in a sentence. - I'm trying to understand the Deligne Lusztig theory for characters of groups of
*Lie type*. - These correspond roughly to groups of
*Lie type* of ranks 1 or 2 over fields of characteristic 2. - Alternating groups sometimes behave as if they were groups of
*Lie type* over the field with one element. - BN-pairs can be used to prove that many groups of
*Lie type* are simple modulo their centers. - The finite analogues of the classical groups are the "'classical groups of
*Lie type* " '. - There is a bewildering number of " accidental " isomorphisms between various small groups of
*Lie type* ( and alternating groups ). - Over arbitrary fields, another class of finite groups that have a good representation theory are the finite groups of
*Lie type*. - The smallest crystallographic hyperplane arrangement, Weyl groupoid, generalized root system, which is not of ordinary
*Lie type*, is as follows. - As the name suggests, many of the groups of
*Lie type* over the field with 2 elements are groups of GF ( 2 )-type. - 蓆ale cohomology quickly found other applications, for example Deligne and Lusztig used it to construct representations of finite groups of
*Lie type*; see Deligne Lusztig theory.