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- Equidimensional_scheme abstract "In algebraic geometry, a field of mathematics, an equidimensional scheme (or, pure dimensional scheme) is a scheme all of whose irreducible components are of the same dimension. All irreducible schemes are equidimensional. In affine space, the union of a line and a point not on the line is not equidimensional. In general, if two closed subschemes of some scheme, neither containing the other, have unequal dimensions, then their union is not equidimensional.If a scheme is smooth or étale over Spec k for some field k, then every connected component (which may be larger than an irreducible component), is equidimensional.".
- Equidimensional_scheme wikiPageID "25413693".
- Equidimensional_scheme wikiPageRevisionID "525866607".
- Equidimensional_scheme hasPhotoCollection Equidimensional_scheme.
- Equidimensional_scheme subject Category:Algebraic_geometry.
- Equidimensional_scheme comment "In algebraic geometry, a field of mathematics, an equidimensional scheme (or, pure dimensional scheme) is a scheme all of whose irreducible components are of the same dimension. All irreducible schemes are equidimensional. In affine space, the union of a line and a point not on the line is not equidimensional.".
- Equidimensional_scheme label "Equidimensional scheme".
- Equidimensional_scheme sameAs m.09k788t.
- Equidimensional_scheme sameAs Q5384446.
- Equidimensional_scheme sameAs Q5384446.
- Equidimensional_scheme wasDerivedFrom Equidimensional_scheme?oldid=525866607.
- Equidimensional_scheme isPrimaryTopicOf Equidimensional_scheme.