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algebra_over_a_commutative_ring [2013/08/31 17:22] nikolaj |
algebra_over_a_commutative_ring [2013/08/31 17:45] ben |
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| Line 9: | Line 9: | ||
| | $x,y,z\in A$ | | | $x,y,z\in A$ | | ||
| | $r,s\in R$ | | | $r,s\in R$ | | ||
| + | |||
| + | Bilinearity: | ||
| | @#55EE55: $[r\cdot x+s\cdot y,z]=r\cdot [x,z]+s\cdot [y,z]$ | | | @#55EE55: $[r\cdot x+s\cdot y,z]=r\cdot [x,z]+s\cdot [y,z]$ | | ||
| Line 18: | Line 20: | ||
| ==== Context ==== | ==== Context ==== | ||
| === Refinement of === | === Refinement of === | ||
| - | [[module]] | + | [[Module]] |
