34 citations · 84 across the 16 of their papers we have counts for
Showing math.RTShow all
3 papers · 1 filter
math.RT2005★ 34 cited
The N-eigenvalue Problem and Two Applications
Michael Larsen, Eric C. Rowell, Zhenghan Wang
We consider the classification problem for compact Lie groups which are generated by a single conjugacy class with a fixed number of distinct eigenvalues. We gi…
math.RT2003★ 5 cited
Determining a semisimple group from its representation degrees
Michael J. Larsen
The Lie algbera of a compact semisimple Lie group G is determined by the degrees of the irreducible representations of G. However, two different groups can have the same representa…
math.RT2002★ 8 cited
Rigidity in the invariant theory of compact groups
Michael J. Larsen
A compact Lie group G and a faithful complex representation V determine a Sato-Tate measure, defined as the direct image of Haar measure on G with respect to the character of V. We…