★★★★★
"Writing about abstract algebra required applying group theory deeply — Lagrange's theorem; normal subgroups; quotient groups; isomorphism theorems — first, second, third; Sylow theorems; simple groups; solvable groups; Galois theory — field extensions; splitting fields; Galois correspondence; solvability by radicals; ring theory — ideals; principal ideal domains PID; unique factorisation domains UFD; Euclidean domains; polynomial rings; module theory — free modules; projective modules; exact sequences; homological algebra. EasyMarks understood the abstract algebra depth my Imperial College Mathematics essay required."
— MSci Mathematics, Imperial College London