rdbeoap

Version 1.0.0 (8.45 KB) by Magdy Hanna
%function [UH, p] = rdbeoap(k, r, U, P, mtol1) % % Objective: The revised direct batch generation of desired eigenvectors % lying in the ei
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Updated 12 Feb 2022

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%function [UH, p] = rdbeoap(k, r, U, P, mtol1)
%
% Method: Revised Direct Batch Evaluation of submatrix UH by a constrained
% Optimization Algorithm using the notion of Pseudoinverse (RDBEOAP).
%
% Input arguments:
% k: the serial number of the eigenspace Ek (numbered starting from 1).
% r: the dimension of the eigenspace Ek.
% U: a matrix whose columns are approximate eigenvectors close to Ek.
% P: the orthogonal projection matrix on the eigenspace Ek.
% mtol1: Multiplying factor of the tolerance. (tol = mtol * eps)
%
% Output arguments:
% UH: the desired orthonormal eigenvectors lying in the eigenspace Ek.
% (The matrices U and UH have the same size).
% p: rank of matrix PU = P*U.

Cite As

Magdy Hanna (2026). rdbeoap (https://uk.mathworks.com/matlabcentral/fileexchange/106645-rdbeoap), MATLAB Central File Exchange. Retrieved .

MATLAB Release Compatibility
Created with R2021b
Compatible with any release
Platform Compatibility
Windows macOS Linux
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Version Published Release Notes
1.0.0