Type 1 group
$\leftrightarrow$
every irreducible representation has a trace
1
$\begingroup$
Is it equivalent for a separable, locally compact group:
the group is type
$1$
,
every unitary representation
$\pi$
has a trace
$\mathrm{tr} \; \pi: C_c^\infty(G) \rightarrow \mathbb{C}$
?
reference-request
representation-theory
asked
2012-04-18
user id:84099
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