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1. |
[n]
{mathematics}
▶ associative law |
3. | A 2011-06-25 23:07:21 Jim Breen <...address hidden...> | |
2. | A* 2011-06-25 22:19:35 Olivier P. Gerard <...address hidden...> | |
Comments: | An associative (binary) law in algebra is an operator (say x) on objects whose results is independent of parenthesis placement, (a x b) x c = a x (b x c). Addition and multiplication of common numbers are associative. See also commutative, group law, ring structure (mathematics), field structure (mathematics). |
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Diff: | @@ -12,1 +12,1 @@ -<field>∁</field> +<field>&math;</field> |
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1. | A 2008-05-24 00:00:00 | |
Comments: | Entry created |