- #1
wubie
Hello,
I am currently taking course on an introduction to ring theory and I am having problems understanding what a isomorphism is. I can't follow the definition in Schuam's Outlines for isomorphism and the definition that was given in my lecture was brief and vague.
If anyone can tell me:
First what is an isomorphism between two systems?
(An algerbraic system being defined as a set S together with any relations and operations defined on S).
Secondly, how can I identify if two systems are isomorphic?
Any help is appreciated. Thankyou.
I am currently taking course on an introduction to ring theory and I am having problems understanding what a isomorphism is. I can't follow the definition in Schuam's Outlines for isomorphism and the definition that was given in my lecture was brief and vague.
If anyone can tell me:
First what is an isomorphism between two systems?
(An algerbraic system being defined as a set S together with any relations and operations defined on S).
Secondly, how can I identify if two systems are isomorphic?
Any help is appreciated. Thankyou.