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- Smith_normal_form abstract "In mathematics, the Smith normal form is a normal form that can be defined for any matrix (not necessarily square) with entries in a principal ideal domain (PID). The Smith normal form of a matrix is diagonal, and can be obtained from the original matrix by multiplying on the left and right by invertible square matrices. In particular, the integers are a PID, so one can always calculate the Smith normal form of an integer matrix. The Smith normal form is very useful for working with finitely generated modules over a PID, and in particular for deducing the structure of a quotient of a free module.".
- Smith_normal_form wikiPageExternalLink collectedmathema01smituoft.
- Smith_normal_form wikiPageExternalLink 2up.
- Smith_normal_form wikiPageExternalLink 108738.
- Smith_normal_form wikiPageExternalLink smith.pdf.
- Smith_normal_form wikiPageID "1106564".
- Smith_normal_form wikiPageRevisionID "603854380".
- Smith_normal_form hasPhotoCollection Smith_normal_form.
- Smith_normal_form title "Example of Smith normal form".
- Smith_normal_form title "Smith normal form".
- Smith_normal_form urlname "ExampleOfSmithNormalForm".
- Smith_normal_form urlname "GausssAlgorithmForPrincipalIdealDomains".
- Smith_normal_form subject Category:Matrix_normal_forms.
- Smith_normal_form subject Category:Matrix_theory.
- Smith_normal_form type Abstraction100002137.
- Smith_normal_form type Form106290637.
- Smith_normal_form type LanguageUnit106284225.
- Smith_normal_form type MatrixNormalForms.
- Smith_normal_form type Part113809207.
- Smith_normal_form type Relation100031921.
- Smith_normal_form type Word106286395.
- Smith_normal_form comment "In mathematics, the Smith normal form is a normal form that can be defined for any matrix (not necessarily square) with entries in a principal ideal domain (PID). The Smith normal form of a matrix is diagonal, and can be obtained from the original matrix by multiplying on the left and right by invertible square matrices. In particular, the integers are a PID, so one can always calculate the Smith normal form of an integer matrix.".
- Smith_normal_form label "Smith normal form".
- Smith_normal_form label "Smith-Normalform".
- Smith_normal_form sameAs Smith-Normalform.
- Smith_normal_form sameAs m.046j96.
- Smith_normal_form sameAs Q7545384.
- Smith_normal_form sameAs Q7545384.
- Smith_normal_form sameAs Smith_normal_form.
- Smith_normal_form wasDerivedFrom Smith_normal_form?oldid=603854380.
- Smith_normal_form isPrimaryTopicOf Smith_normal_form.