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Commutative algebra - Definition, explanation (573 words) |
 | In abstract algebra, commutative algebra is the field of study of commutative rings, their ideals, modules and algebras. |
| Given the scheme concept, commutative algebra is reasonably thought of as either the local theory or the affine theory of algebraic geometry. |
| The general study of rings that are not required to be commutative is known as noncommutative algebra; it is pursued in ring theory, representation theory and in other areas such as Banach algebra theory. |
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Article about "List of lists of mathematical topics" in the English Wikipedia on 24-Jul-2004 (123 words) |
| List of formal language and literal string topics |
| List of harmonic analysis and representation theory topics] |
| List of terms relating to algorithms and data structures |
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