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Description
The one to one correspondence between ideals in the quotient ring and ideals which contain the kernel of the original homomorphism is demonstrated. This leads to a development of the second isomorp...hism theorem for rings.
The one to one correspondence between ideals in the quotient ring and ideals which contain the kernel of the original homomorphism is demonstrated. This leads to a development of the second isomorp...hism theorem for rings.
| Module code and title: | M202, Topics in pure mathematics |
|---|---|
| Item code: | M202; 19 |
| First transmission date: | 04-06-1973 |
| Published: | 1973 |
| Rights Statement: | |
| Restrictions on use: | |
| Duration: | 00:22:58 |
| + Show more... | |
| Producer: | Vivienne King |
| Contributors: | Peter Strain; Robin Wilson |
| Publisher: | BBC Open University |
| Keyword(s): | Commutative ring; Field; Homomorphisms; Ideals; Integral domain; Isomorphism theorems; Kernel of a homomorphism; Quotient rings; Ring theory; Zero divisors |
| Master spool number: | 6HT/70887 |
| Production number: | 00525_4043 |
| Videofinder number: | 4025 |
| Available to public: | no |
