Inner Automorphisms - Chapter 10 - Lecture 2 скачать в хорошем качестве

Inner Automorphisms - Chapter 10 - Lecture 2

In this video, we begin by defining an inner automorphism of a group and we prove that it does indeed become an automorphism. We next prove that the set of all inner automorphisms of a group G is a normal subgroup of the group of all automorphisms of G. The aim of this channel is to provide a basic course in Group Theory and to give a near classroom experience for learning effectively. Click the link given here to subscribe to my channel:    / @grouptheorybydrssbk   Link to the previous lecture    • Automorphisms of A Group: Definiton and Ex...   Link to the next lecture    • G/Z(G) is isomorphic to I(G) the group of ...   Link to the first lecture of this chapter    • Automorphisms of A Group: Definiton and Ex...