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- Primordial_element_(algebra) abstract "In algebra, a primordial element is a particular kind of a vector in a vector space. Let V be a vector space over a field k and fix a basis for V of vectors for . By the definition of a basis, every vector v in V can be expressed uniquely asDefine , the set of indices for which the expression of v has a nonzero coefficient. Given a subspace W of V, a nonzero vector w in W is said to be "primordial" if it has the following two properties:is minimal among the sets , and for some i.".
- Primordial_element_(algebra) wikiPageID "38150904".
- Primordial_element_(algebra) wikiPageRevisionID "584431249".
- Primordial_element_(algebra) hasPhotoCollection Primordial_element_(algebra).
- Primordial_element_(algebra) subject Category:Algebra.
- Primordial_element_(algebra) comment "In algebra, a primordial element is a particular kind of a vector in a vector space. Let V be a vector space over a field k and fix a basis for V of vectors for . By the definition of a basis, every vector v in V can be expressed uniquely asDefine , the set of indices for which the expression of v has a nonzero coefficient. Given a subspace W of V, a nonzero vector w in W is said to be "primordial" if it has the following two properties:is minimal among the sets , and for some i.".
- Primordial_element_(algebra) label "Primordial element (algebra)".
- Primordial_element_(algebra) sameAs m.0pdny17.
- Primordial_element_(algebra) sameAs Q7243620.
- Primordial_element_(algebra) sameAs Q7243620.
- Primordial_element_(algebra) wasDerivedFrom Primordial_element_(algebra)?oldid=584431249.
- Primordial_element_(algebra) isPrimaryTopicOf Primordial_element_(algebra).