Isomorphism of Groups: Definition & Examples - Chapter 9 - Lecture 1 скачать в хорошем качестве

Isomorphism of Groups: Definition & Examples - Chapter 9 - Lecture 1

In this video, we define an isomorphism between two groups and we also define isomorphic groups. A function from one group into another is called an isomorphism if it is one-one, onto and a homomorphism. We then say that two groups are isomorphic if there is an isomorphism from one group to the other. We also look at some examples of isomorphic groups. 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    • Composition of Homomorphisms and Homomorph...   Link to the next lecture    • Isomorphism of Groups is an equivalence re...   Link to the first lecture of this chapter    • Isomorphism of Groups: Definition & Exampl...