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A treatment of a determinant inequality of Fiedler and Markham
Online Contents | 2016|Keywords: determinant inequality -
A treatment of a determinant inequality of Fiedler and Markham
Online Contents | 2016|Keywords: determinant inequality -
An extension of the Fiedler-Markham determinant inequality
Taylor & Francis Verlag | 2018|Keywords: Determinant inequality -
More extensions of a determinant inequality of Hartfiel
Elsevier | 2019|Keywords: Determinant inequality -
Extension of a result of Haynsworth and Hartfiel
Springer Verlag | 2014|Keywords: Determinant inequality -
Popoviciu type inequalities for determinants
Taylor & Francis Verlag | 2022|Keywords: determinant inequality -
Further extensions of Hartfiel’s determinant inequality to multiple matrices
Free accessDeGruyter | 2021|Keywords: determinant inequality -
Singular Value Inequalities of Matrix Sum in Log-majorizations
Springer Verlag | 2023|Keywords: Hua determinant inequality, Minkowski determinant inequality -
Hadamard product and related inequalities in the Jordan spin algebra
Taylor & Francis Verlag | 2023|Keywords: determinant inequality -
Further extensions of Hartfiel’s determinant inequality to multiple matrices
Free accessDOAJ | 2021|Keywords: determinant inequality -
一类矩阵特征值的不等式及其在Fischer不等式证明中的应用(An eigenvalue inequality of a class of matrices and its applications in proving the Fischer inequality)
Free accessDOAJ | 2017|Keywords: determinant inequality -
A treatment of a determinant inequality of Fiedler and Markham
Springer Verlag | 2016|Keywords: determinant inequality -
New inequalities for sector matrices applying Garg–Aujla inequalities
Springer Verlag | 2022|Keywords: Determinant inequality -
A treatment of a determinant inequality of Fiedler and Markham
Online Contents | 2016|Keywords: determinant inequality -
The number of roots of a polynomial outside a circle
National licenceSpringer Verlag | 1973|Keywords: Determinant Inequality -
On the Schur-Cohn problem
National licenceSpringer Verlag | 1975|Keywords: Determinant Inequality -
Contractive matrices of Hua type
Taylor & Francis Verlag | 2011|Keywords: Hua's determinant inequality
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