The Centers of the Universal Enveloping Algebras for Contracted Lie Groups.

Wolak, Mathew.

2017-04-20T14:00:27.945Z

Description
  • Abstract: Lie group contraction is a process by which Lie groups are ''flattened out''. This thesis finds the algebra of bi-invariant differential operators (identified with the center of the universal enveloping algebra) for the Galilean group (which is a contraction of the Poincare group).

    Thesis (Ph.D.)--Tufts University, 2015.

    Submitted to the Dept. of Mathematics.

    A... read more
This object is in collection Corporate name Permanent URL
ID:
cn69mg62j
Component ID:
tufts:21560
To Cite:
DCA Citation Guide    EndNote