Difficult)))
Abelian definition (I used that complete definition while studying for the last midterm and defining the properties of a ring.)
The hardest part of the group theory reading from this section is probably just remembering that the multiplication sign is + for Z,Zn,Q,R,C...and not multiplication because a ring under usual multiplication is not a group unless the ring is the zero-ring.
Reflective)))
I remember When I took complex analysis and we did composition of functions and linear mappings, it seems to be a lot like the bijective composition of functions that we also used in algorithm design when the class covered fast-fourier transforms of compositions of functions.
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