The Conditions for the Left and Right Inverse Eigenvalue Problem of Hermitian-Antireflexive Matrix
Wang Jiang-tao, Liu Neng-dong · Journal of Dongguan University of Technology · 2009
By means of the properties of the Hermitian-Antireflexive matrix,the least-square solution of the left and right inverse eigenvalue problem of Hermitian-Antireflexive matrix is derived and the necessary and sufficient conditions of the problem are considered and then the general expression of the solution is presented.Finally,for any given n order of complex matrix,the expression of the solution for relevant optimal approximate problem is presented.