Sen, SK and Shamim, AA (1978) An integer arithmetic method to compute generalized matrix inverse and solve linear equations exactly. In: Proceedings of the Indian Academy of Sciences, 87 (9). 161168 .

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Abstract
An algorithm that uses integer arithmetic is suggested. It transforms anm ×n matrix to a diagonal form (of the structure of Smith Normal Form). Then it computes a reflexive generalized inverse of the matrix exactly and hence solves a system of linear equations errorfree.
Item Type:  Journal Article 

Additional Information:  Copyright of this article belongs to Indian Academy of Sciences. 
Keywords:  Exact computation  integer arthematic  generalized matrix inverse  linear equations  Smith diagonai form . 
Department/Centre:  Division of Interdisciplinary Research > Supercomputer Education & Research Centre 
Depositing User:  Ms G Yashodha 
Date Deposited:  11 Oct 2010 06:47 
Last Modified:  11 Oct 2010 06:47 
URI:  http://eprints.iisc.ac.in/id/eprint/32945 
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