Separability: Difference between revisions
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{{Wiktionarypar|separability}} |
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{{wiktionary|separable}} |
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In [[mathematics]] and in [[physics]], '''separability''' may refer to properties of: |
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'''Separability''' may refer to: |
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* [[Separable differential equation]]s |
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* [[Separable polynomial]]s |
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* [[Separable space]]s in topology |
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* [[Separable goods]] in economics |
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* [[Linear separability]] in geometry |
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* separable filters in image processing, e.g. [[Gaussian blur]] |
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== Mathematics == |
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In arbitration law, [[Arbitration#Severability_and_law_governing_the_arbitration_agreement|separability]] describes the principle that an arbitration clause is considered separate from the contract in which it is contained. |
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* [[Separable algebra]], a generalization to associative algebras of the notion of a separable field extension |
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* Separable differential equation, in which [[separation of variables]] is achieved by various means |
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* [[Separable filter]], a product of two or more simple filters in image processing |
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* [[Separable permutation]], a permutation that can be obtained by direct sums and skew sums of the trivial permutation |
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* [[Separable polynomial]], a polynomial whose number of distinct roots is equal to its degree |
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* [[Separable space]], a topological space that contains a countable, dense subset |
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* [[Linear separability]], a geometric property of a pair of sets of points in Euclidean geometry |
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* [[Recursively inseparable sets]], in computability theory, pairs of sets of natural numbers that cannot be "separated" with a recursive set |
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== Other uses == |
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In [[chemical engineering]], '''separability''' refers to the efficacy with which particles can be separated in a [[separation process]]. This is correlated with the degree of difference between the physical or chemical properties of the species to be separated. |
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* [[Separation process]], in chemistry, a method that converts a mixture of substances into two or more distinct product mixtures |
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Latest revision as of 12:51, 13 June 2024
 | The present page holds the title of a primary topic, and an article needs to be written about it. It is believed to qualify as a broad-concept article. It may be written directly at this page or drafted elsewhere and then moved to this title. Related titles should be described in Separability, while unrelated titles should be moved to Separability (disambiguation). |  |
Look up separable in Wiktionary, the free dictionary.
Separability may refer to:
Mathematics
[edit]- Separable algebra, a generalization to associative algebras of the notion of a separable field extension
- Separable differential equation, in which separation of variables is achieved by various means
- Separable extension, in field theory, an algebraic field extension
- Separable filter, a product of two or more simple filters in image processing
- Separable ordinary differential equation, a class of equations that can be separated into a pair of integrals
- Separable partial differential equation, a class of equations that can be broken down into differential equations in fewer independent variables
- Separable permutation, a permutation that can be obtained by direct sums and skew sums of the trivial permutation
- Separable polynomial, a polynomial whose number of distinct roots is equal to its degree
- Separable sigma algebra, a separable space in measure theory
- Separable space, a topological space that contains a countable, dense subset
- Linear separability, a geometric property of a pair of sets of points in Euclidean geometry
- Recursively inseparable sets, in computability theory, pairs of sets of natural numbers that cannot be "separated" with a recursive set
Other uses
[edit]- Separable states, in quantum mechanics, states without quantum entanglement
- Separation process, in chemistry, a method that converts a mixture of substances into two or more distinct product mixtures
This disambiguation page lists articles associated with the title Separability.
If an internal link led you here, you may wish to change the link to point directly to the intended article.
If an internal link led you here, you may wish to change the link to point directly to the intended article.