Editing Induced representation (section)

== References ==
*{{cite book|last=Alperin|first=J. L.|author-link=J. L. Alperin|author2=Rowen B. Bell|title=Groups and Representations|url=https://archive.org/details/groupsrepresenta00jlal|url-access=limited|publisher=[[Springer-Verlag]]|year=1995|isbn=0-387-94526-1|pages=[https://archive.org/details/groupsrepresenta00jlal/page/n174 164]–177 }}
*{{cite book |last = Folland | first = G. B. |author-link=Gerald Folland| title= A Course in Abstract Harmonic Analysis |url=https://archive.org/details/courseabstractha00foll_844|url-access=limited| publisher = [[CRC Press]] | year = 1995 | isbn = 0-8493-8490-7 | pages = [https://archive.org/details/courseabstractha00foll_844/page/n158 151]–200 }}
*{{cite book|last1 = Kaniuth | first1 = E. | last2 = Taylor | first2 = K. | title= Induced Representations of Locally Compact Groups | publisher = [[Cambridge University Press]] | year = 2013 |isbn=9780521762267}}
* {{Citation | last = Mackey | first = G. W. |author-link=George Mackey| title = On induced representations of groups | journal = American Journal of Mathematics | volume = 73 | issue = 3 | pages = 576–592 | year = 1951 | doi=10.2307/2372309|jstor=2372309}}
* {{Citation | last = Mackey | first = G. W. | title = Induced representations of locally compact groups I  | journal = Annals of Mathematics | volume = 55 | issue = 1 | pages = 101–139 | year = 1952 | doi=10.2307/1969423|jstor=1969423}}
* {{Citation | last = Mackey | first = G. W. | title = Induced representations of locally compact groups II : the Frobenius reciprocity theorem  | journal = Annals of Mathematics | volume = 58 | issue = 2 | pages = 193–220 | year = 1953 | doi=10.2307/1969786|jstor=1969786}}
*{{Cite book|url=https://www.springer.com/gp/book/9781461412304|title= Representing Finite Groups, A Semimsimple Introduction |last=Sengupta |first=Ambar N.|author-link=Ambar Sengupta |publisher=Springer | year= 2012|chapter = Chapter 8: Induced Representations|isbn=978-1-4614-1232-8|oclc=875741967}} 
[[Category:Representation theory of groups]]
*{{Cite book|url=https://www.springer.com/gp/book/9780387493855|title=Geometry of Quantum Theory|last= Varadarajan |first=V. S. |author-link=Veeravalli S. Varadarajan |publisher=Springer | year= 2007|chapter = Chapter VI: Systems of Impritivity|isbn=978-0-387-49385-5}} 

[[Category:Group theory]]