Let the matrix A of size N x N, given by A = k I, be the identity matrix of size N x N and k a strictly positive real.
How would I calculate;
-the norms (1, 2, inf) of the matrix;
-its number of packaging in each of the standards 1, 2, inf
I'm truly lost. I do have the formulas of norms (1,2,inf) for a matrix, but I can figure it out.
How would I calculate;
-the norms (1, 2, inf) of the matrix;
-its number of packaging in each of the standards 1, 2, inf
I'm truly lost. I do have the formulas of norms (1,2,inf) for a matrix, but I can figure it out.