This note covers Notation
for sets and functions, Basic group theory, The symmetric group, Group actions,
Linear groups, Affine groups, Projective groups, Abelian groups, Finite linear
groups, Sylow theorems and applications, Solvable and nilpotent groups, p
groups, a second look, Presentations of groups, Building new groups from old.

This note covers Notation
for sets and functions, Basic group theory, The symmetric group, Group actions,
Linear groups, Affine groups, Projective groups, Abelian groups, Finite linear
groups, Sylow theorems and applications, Solvable and nilpotent groups, p
groups, a second look, Presentations of groups, Building new groups from old.

This note explains the following topics: mapping, Basic
algebra, Modular arithmetic, Groups, Cosets and Lagranges theorem, Isomorphisms
and quotient group, The permutation group Sn, Finite abelian groups, Group
actions, Group solvability and the semi direct product.

This note describes
the following topics: Abstract Group Theory, Theory of Group Representations,
Group Theory in Quantum Mechanics, Lie Groups, Atomic Physics, The Group SU2:
Isospin, The Point Groups, The Group SU3.

This note explains the following
topics: Simple groups, Examples of groups, Group actions, Sylow’s Theorem, Group
extensions, Soluble and nilpotent groups, Symmetric and alternating groups,
Linear groups.