Complement (mathematics): Difference between revisions
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* [[Complement (set theory)]] |
* [[Complement (set theory)]] |
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* [[Complement operator (regular expressions)]] |
* [[Complement operator (regular expressions)]] |
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* [[Complementary angles]] |
* [[Complementary angles]] |
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* [[Complementary event]] in probability |
* [[Complementary event]] in probability |
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* Complements in [[Boolean algebra (logic)|Boolean algebra]] |
* Complements in [[Boolean algebra (logic)|Boolean algebra]] |
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* [[Knot complement]] |
* [[Knot complement]] |
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* [[Complement_(set_theory)#Logical_Complement|Logical Complement]] |
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* [[Orthogonal complement]] |
* [[Orthogonal complement]] |
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* [[Method of complements]] |
* [[Method of complements]] |
Revision as of 22:02, 3 January 2010
Complement has a variety of uses in mathematics:
- complement, an operation that transforms an integer into its additive inverse, useful for subtracting numbers when only addition is possible, or is easier
- complement, a system for working with signed numbers in computer science
- Complement graph
- Complement (group theory)
- Complement (set theory)
- Complement operator (regular expressions)
- Complementary angles
- Complementary event in probability
- Complementary subspaces
- Complements in Boolean algebra
- Knot complement
- Logical Complement
- Orthogonal complement
- Method of complements
- Relatively complemented lattice
- Schur complement
- Complement of a point, the dilation of a point in the centroid of a given triangle, with ratio -1/2