The associated Anger function is the two-parameter extension of the Anger function defined for 
by
 |
The power uses the real natural logarithm of 
for 
. For each such 
, this is an entire function
of 
and 
,
and 
.
Its regularized hypergeometric function representation is
 |
The associated Anger function is implemented in the Wolfram Language as AngerJ[nu, mu, z] (Wolfram Research).
