homomorphism

A map f between groups A and B is a homomorphism of A into B if

	f(a1 * a2) = f(a1) * f(a2)  for all a1,a2 in A.

where the *s are the respective group operations.

Nearby terms:
home row keys « homogeneous « homogenous « homomorphism » Honeywell-800 Business Compiler » HOOD » HOOK