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《Journal of Qufu Normal University(Natural Science)》 1985-01
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Bordered Matrix and Generalized Invese Matrix

Koo Anna (Department of Mathematics Zipa Teachers College)  
Let A be an arbitrary m×n matrix, on which, bordering according to the condition of theorem 1, the invertible matrix is obtained, and if Then C_1 is just the generalized invese matrix A~{1,2,3} of A.
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【References】
Chinese Journal Full-text Database 3 Hits
1 YANG ZHONGENG Jilin Theacher's College, Jilin, 132011;THE MATRIX METHOD OF FINDING WEIGHTED GENERALIZED INVERSES[J];Pure and Applied Mathematics;1993-01
2 Yang Zhongpeng (Dept. of Mathematics, Jilin Teacher's College);The Note on Applications of the Method of Bordered Matrix for Finding Generalized Inverse[J];Journal of Natural Science of Heilongjiang University;1990-03
3 Tian Yongge Zhengzhou Technical School for Surveying and Mapping;The Inverse of Nonsigular Partitioned Matrix[J];Journal of Wuhan Technical University of Surveying and Mapping;1991-02
【Co-references】
Chinese Journal Full-text Database 6 Hits
1 XIE PANGJIE(Jilin University, Changchun);AN EXTENSION OF HADAMARD THEOREM OVER THE SKEW-FIELD OF QUATERNIONS[J];Science in China,Ser.A;1979-S1
2 Xie Bangjie(Department of Mathematics);SELF-CONJUGATE MATRICES AND DETERMINANTS OF QUATERNIONS[J];Journal of Jilin University;1980-02
3 Xie Bangjie (Department of Mathematics);DETERMINANTS OF CENTRALIZABLE MATRICES OVER ANY SKEW-FIELD[J];Journal of Jilin University;1980-03
4 Koo An-na (Department of Mathematics,Zipa Teachers College,ShanDong);The Inverse Matrix of Nonsingular Complex Matrix A+iB[J];Journal of Qufu Normal University(Natural Science);1986-01
5 Cheng Zhibin;On Singularity of Bordered Matrix of any Matrix A_(m×n)[J];Journal of Mathematical Research and Exposition;1982-03
6 Lin Chnntn;On the Singularity of a Bordered Matrix[J];Journal of Zhejiang University;1981-01
【Secondary References】
Chinese Journal Full-text Database 1 Hits
1 Yang Zhongpeng(Department of Mathematics);Solutions of Consistent Right Linear Equations over the Quaternion Field[J];;1996-02
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