Inertially arbitrary nonzero patterns of order 4.
Interpolation by matrices.
Inverse eigenvalue problem of unitary Hessenberg matrices.
Inverse spectral problems for tridiagonal by complex Hamiltonians.
Inversion of square matrices in processors with limited calculation abillities
An iterative inversion algorithm for a class of square matrices is derived and tested. The inverted matrix can be defined over both real and complex fields. This algorithm is based only on the operations of addition and multiplication. The numerics of the algorithm can cope with a short number representation and therefore can be very useful in the case of processors with limited possibilities, like different neuro-computers and accelerator cards. The quality of inversion can be traced and tested....