May use contradiction to prove false. Prove whether or not the groups provided below are isomorphic. Note: f: G -> H is
Posted: Mon Jul 11, 2022 12:49 pm
May use contradiction to prove false.
Prove whether or not the groups provided below areisomorphic.
Note: f: G -> H is Isomorphism if:
- f is bijective
- for all g1,g2 in G: f(g1 * g2) = f(g1) * f(g2)
Groups:
([0,1), +_mod1) and (R_>0, * )
Prove whether or not the groups provided below areisomorphic.
Note: f: G -> H is Isomorphism if:
- f is bijective
- for all g1,g2 in G: f(g1 * g2) = f(g1) * f(g2)
Groups:
([0,1), +_mod1) and (R_>0, * )