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A partial ordering approach to characterize properties of a pair of orthogonal projectors
Baksalary, Oskar Maria, Trenkler, Götz
Published in Indian journal of pure and applied mathematics (01.06.2021)
Published in Indian journal of pure and applied mathematics (01.06.2021)
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On a generalized core inverse
Baksalary, Oskar Maria, Trenkler, Götz
Published in Applied mathematics and computation (01.06.2014)
Published in Applied mathematics and computation (01.06.2014)
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An alternative look at the linear regression model
Baksalary, Oskar Maria, Trenkler, Götz
Published in Statistical papers (Berlin, Germany) (01.10.2022)
Published in Statistical papers (Berlin, Germany) (01.10.2022)
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Professor Heinz Neudecker and matrix differential calculus
Liu, Shuangzhe, Trenkler, Götz, Kollo, Tõnu, von Rosen, Dietrich, Baksalary, Oskar Maria
Published in Statistical papers (Berlin, Germany) (01.06.2024)
Published in Statistical papers (Berlin, Germany) (01.06.2024)
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On formulae for the Moore–Penrose inverse of a columnwise partitioned matrix
Baksalary, Oskar Maria, Trenkler, Götz
Published in Applied mathematics and computation (15.08.2021)
Published in Applied mathematics and computation (15.08.2021)
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ANOVA and the minimal least squares estimator
Baksalary, Oskar Maria, Trenkler, Götz
Published in Communications in statistics. Theory and methods (26.03.2025)
Published in Communications in statistics. Theory and methods (26.03.2025)
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On the matrix difference I − A
Baksalary, Oskar Maria, Trenkler, Götz
Published in Computers & mathematics with applications (1987) (01.09.2011)
Published in Computers & mathematics with applications (1987) (01.09.2011)
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On the Moore-Penrose inverse of a sum of matrices
Maria Baksalary, Oskar, Sivakumar, K.C., Trenkler, Götz
Published in Linear & multilinear algebra (22.01.2023)
Published in Linear & multilinear algebra (22.01.2023)
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On most perfect magic squares of order four
Baksalary, Oskar Maria, Trenkler, Dietrich, Trenkler, Götz
Published in Linear & multilinear algebra (02.07.2020)
Published in Linear & multilinear algebra (02.07.2020)
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