Generalized inverse：generalized inverse of a

generalized inverse of a

由CRRAO著作·被引用858次—Suchaninversewascalledageneralizedinverse(ginverse)anditsapplicationswereconsideredbyRaoin[10],[11],[12],[13],and[14].Someofthe ...。其他文章還包含有：「A.12GeneralizedInverse」、「Generalizedinverse」、「GeneralizedInverse」、「Lecture6」、「WhatIsaGeneralizedInverseofaMatrix?」、「廣義逆陣」

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A.12 Generalized Inverse

https://www.stt.msu.edu

A = A holds (see Rao (1973a, p. 24). Theorem A.63 A generalized inverse always exists although it is not unique in general. Proof: Assume rank(A) = r.

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Generalized inverse

https://en.wikipedia.org

A generalized inverse exists for an arbitrary matrix, and when a matrix has a regular inverse, this inverse is its unique generalized inverse.

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Generalized Inverse

https://www.sciencedirect.com

When a square matrix is of full rank, its inverse exists and is unique. Under several important situations, a square matrix is not of full rank, but its inverse ...

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