[GAP Forum] The ring associated to the set of irreducible characters of a finite group

[D N]

Dear Gap Forum,
 
 Let G be a finite group and let Irr(G) be the set of irreducible
 complex characters of G. Then the set Irr(G) gives rise to
 a ring. 
 
 Given any two finite groups G and G' is there a way to use GAP
 to check whether the rings associated to Irr(G) and Irr(G') are
 isomorphic?
 
 Best,
 D. Naidu
 
		
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