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Ring theory - Elementary introduction | A Wisdom Archive on Ring theory - Elementary introduction | | Ring theory - Elementary introduction A selection of articles related to Ring theory - Elementary introduction | |
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Ring theory, Ring theory - Definition, Ring theory - Elementary introduction, Ring theory - Generalizations, Ring theory - History, Ring theory - Some useful theorems
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ARTICLES RELATED TO Ring theory - Elementary introduction | | | |  Ring theory - Elementary introduction: Encyclopedia II - Ring theory - Elementary introduction
Ring theory - Definition.
Formally, a ring is an abelian group (R, +), together with a second binary operation * such that for all a, b and c in R,
a * (b * c) = (a * b) * c
a * (b + c) = (a * b) + (a * c)
(a + b) * c = ( ...
See also:Ring theory, Ring theory - History, Ring theory - Elementary introduction, Ring theory - Definition, Ring theory - Some useful theorems, Ring theory - Generalizations Read more here: » Ring theory: Encyclopedia II - Ring theory - Elementary introduction |
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