Are Etingof and Serre the only books to discuss representation theory of semidirect product?

Question

I have found discussions about the representation theory of semidirect products in the Section 4.26 of Introduction to Representation Theory by Etingof et al and Section 8.2 of Linear Representations of Finite Groups by Serre.

I am also aware of the discussion on the representation theory of wreath product in the context of nonabelian groups in the Chapter 4 of The Representation Theory of the Symmetric Group by James and Kerber.

Is there any other book which discusses the representation theory of semidirect product?

Answer 1

I feel that Elements of the Representation Theory of the Jacobi Group also deals with sufficient depth on the topics. Also a section called "The Mackey analogy and K-theory" sheds some light on the discussion.

However, I did find PDFs on the subject:

$(1)$ The Journal of London Math Society.
$(2)$ Science Direct.

Hope it helps.