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rings of rational numbers
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(Theorem)
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"rings of rational numbers" is owned by pahio.
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See Also: localization, therefore sign
| Other names: |
subrings of rationals, subrings of  |
| Also defines: |
dyadic fraction, p-integral rational numbers,  -integral rational number |
This object's parent.
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Cross-references: decimal fractions, odd, fractions, ring of quotients, generator, multiplicative subset, principal ideal, theorem, ideal, numerators, free monoid, finite, prime numbers, belongs, implies, number, positive, multiplicative set, multiplication, closed under, denominators, quotient, rational number, integers, total ring of quotients, isomorphic, rational numbers, field, product, difference, elements, contains, subring, ring, subset
There are 4 references to this entry.
This is version 13 of rings of rational numbers, born on 2008-05-18, modified 2008-05-25.
Object id is 10600, canonical name is RingsOfRationalNumbers.
Accessed 2347 times total.
Classification:
| AMS MSC: | 11A99 (Number theory :: Elementary number theory :: Miscellaneous) | | | 13B30 (Commutative rings and algebras :: Ring extensions and related topics :: Quotients and localization) |
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Pending Errata and Addenda
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