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/ˈsʌbˌɹɪŋ/ · noun
(algebra) A ring which is contained in a larger ring, such that the multiplication and addition on the former are a restriction of those on the latter. When rings are required to have a multiplicative identity (as is standard in most branches of algebra), the subring must also have the same multiplicative identity as the larger ring..
Use subring when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.
Subring means (algebra) A ring which is contained in a larger ring, such that the multiplication and addition on the former are a restriction of those on the latter. When rings are required to have a multiplicative identity (as is standard in most branches of algebra), the subring must also have the same multiplicative identity as the larger ring..
The closest synonym depends on the sentence and intended sense.
The opposite depends on the specific sense.
Use subring where its definition matches the intended context.
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