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

Wolak, Mathew.

2015

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.

    Advisor: ... read more
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