Kernel (mathematics): Difference between revisions
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In [[mathematics]], '''kernel''' may refer to: | In [[mathematics]], '''kernel''' may refer to: | ||
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* [[Kernel of a homomorphism]], the elements mapped to the [[identity element]] by a [[homomorphism]] | * [[Kernel of a homomorphism]], the elements mapped to the [[identity element]] by a [[homomorphism]] | ||
* A function determining an integral transform, such as a [[Green's function]] | * A function determining an integral transform, such as a [[Green's function]] | ||
* [[Kernel of a linear map]] on a [[linear space]]: the vectors mapped onto the zero vector (is a subspace). | * [[Kernel of a linear map]] on a [[linear space]]: the vectors mapped onto the zero vector (is a subspace). | ||
Revision as of 11:53, 31 May 2009
This disambiguation page lists articles associated with the same or a similar title.
In mathematics, kernel may refer to:
- Kernel of a function, an equivalence relation on the domain of a function
- Kernel of a homomorphism, the elements mapped to the identity element by a homomorphism
- A function determining an integral transform, such as a Green's function
- Kernel of a linear map on a linear space: the vectors mapped onto the zero vector (is a subspace).