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Mansour Dana

Mansour Dana

Academic rank: Associate Professor
ORCID:
Education: PhD.
ScopusId: 14043156700
HIndex:
Faculty: Faculty of Science
Address:
Phone:

Research

Title
On Corrections of Hermitian and Unitary Matrices
Type
Presentation
Keywords
Toeplitz Matrices, Minimal Residual Algorithm, Normal Matrix
Year
2009
Researchers Mansour Dana

Abstract

A matrix A 2 Mn(C) is known to be a rank r perturbation (where

r  n) of a Hermitian matrix. In other words, A can be represented as

A = H + R, where H = H and rank(R) = r. However, the matrices

H and R are not known. The question is how to find these matrices.

2. A matrix A 2 Mn(C) is known to be a rank r perturbation (where

r  n) of a unitary matrix; i.e., A = U + R, where UU = In and

rank(R) = r. Find U and R.