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- Chou's_invariance_theorem abstract "Chou's invariance theorem, named after Kuo-Chen Chou, is a result deployed in bioinformatics and cheminformatics related to multivariate statistics. Where a distance that would, in standard statistical theory, be defined as a Mahalanobis distance cannot be defined in this way because the relevant covariance matrix is singular, a replacement would be to reduce the dimension of the multivariate space until the relevant covariance matrix is invertible. This can be achievable by simply omitting one or more of the original coordinates until a space of full rank is reached. Chou's invariance theorem says that it does not matter which of the coordinates are selected for removal, as the same values of distance would be calculated as a final result.".
- Chou's_invariance_theorem wikiPageID "36250020".
- Chou's_invariance_theorem wikiPageRevisionID "593740644".
- Chou's_invariance_theorem hasPhotoCollection Chou's_invariance_theorem.
- Chou's_invariance_theorem subject Category:Bioinformatics.
- Chou's_invariance_theorem subject Category:Cheminformatics.
- Chou's_invariance_theorem subject Category:Statistical_theorems.
- Chou's_invariance_theorem comment "Chou's invariance theorem, named after Kuo-Chen Chou, is a result deployed in bioinformatics and cheminformatics related to multivariate statistics. Where a distance that would, in standard statistical theory, be defined as a Mahalanobis distance cannot be defined in this way because the relevant covariance matrix is singular, a replacement would be to reduce the dimension of the multivariate space until the relevant covariance matrix is invertible.".
- Chou's_invariance_theorem label "Chou's invariance theorem".
- Chou's_invariance_theorem sameAs m.0k2gymw.
- Chou's_invariance_theorem sameAs Q5105423.
- Chou's_invariance_theorem sameAs Q5105423.
- Chou's_invariance_theorem wasDerivedFrom Chou's_invariance_theorem?oldid=593740644.
- Chou's_invariance_theorem isPrimaryTopicOf Chou's_invariance_theorem.