- #1
Sumanta
- 26
- 0
Hi,
I understand the fact that grp theory textbooks defined Hom(G, H) as (g + h) u forms a group homomorphism. I wanted to know if there is any notion of homomorphism as [itex]\Sigma_{I} g_{i}[/itex] where each [itex]g_{i}[/itex] is a homomorphism and I is an infinite index set. If so how is it defined.
Thx
I understand the fact that grp theory textbooks defined Hom(G, H) as (g + h) u forms a group homomorphism. I wanted to know if there is any notion of homomorphism as [itex]\Sigma_{I} g_{i}[/itex] where each [itex]g_{i}[/itex] is a homomorphism and I is an infinite index set. If so how is it defined.
Thx