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What is Product Representations of Finite Groups about?

This document presents a proof that the irreducible representations of the product of two finite groups G and H over an algebraically closed field of characteristic 0 are tensor products of their respective irreducible representations. The proof avoids character theory, making it applicable to broader contexts beyond finite groups. The author emphasizes the necessity of the algebraically closed condition through an example involving the group Z/6.

Author

thefelix :D

Language

EN