Description
This programme examines Euclidean rings and proves that the elements in such a ring can, in a precise sense, be factorized uniquely.
This programme examines Euclidean rings and proves that the elements in such a ring can, in a precise sense, be factorized uniquely.
Module code and title: | M202, Topics in pure mathematics |
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Item code: | M202; 23 |
Recording date: | 27-03-1973 |
First transmission date: | 16-07-1973 |
Published: | 1973 |
Rights Statement: | |
Restrictions on use: | |
Duration: | 00:22:35 |
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Producer: | Ian Rosenbloom |
Contributor: | Allan I.,1936-2013 Solomon |
Publisher: | BBC Open University |
Keyword(s): | Euclidean rings; Factorisation; Integers; Polynomials |
Master spool number: | 6HT/70949 |
Production number: | 00525_4047 |
Videofinder number: | 4028 |
Available to public: | no |