Create diagonal matrix or get diagonal elements of matrix collapse all in page Syntax D = diag(v) D = diag(v,k) x = diag(A) x = diag(A,k) Description D = diag(v)returns a square diagonal matrix with the elements of vectorvon the main diagonal. ...
Create a symbolic matrix with the main diagonal specified by the vector v. syms a b c v = [a b c]; diag(v) ans = [ a, 0, 0] [ 0, b, 0] [ 0, 0, c] Create Matrix with Subdiagonal as Vector Create a symbolic matrix with the second diagonal below the main diagonal specifi...
Create diagonal matrix or get diagonal elements of matrix collapse all in page Syntax D = diag(v) D = diag(v,k) x = diag(A) x = diag(A,k) Description D = diag(v)returns a square diagonal matrix with the elements of vectorvon the main diagonal. ...
Create diagonal matrix or get diagonal elements of matrix collapse all in page Syntax D = diag(v) D = diag(v,k) x = diag(A) x = diag(A,k) Description D = diag(v)returns a square diagonal matrix with the elements of vectorvon the main diagonal. ...
This MATLAB function returns a square diagonal matrix with the elements of vector v on the main diagonal.
Line 1: Define the matrix A in MATLAB Line2: Find the characteristic equation of the matrix A in terms of s and save it as f_s Line 3: Find the eigen values of the matrix A and save it as eig A Line 4: Find the Model Matrix of A and save it as M. ...
This MATLAB function returns the block diagonal matrix created by aligning the input matrices A1,...,AN along the diagonal of B.
A block diagonal matrix takes on the following form, where A1, A2,…, AN are each matrices that can differ in size:Extended Capabilities expand all C/C++ Code Generation Generate C and C++ code using MATLAB® Coder™. GPU Code Generation Generate CUDA® code for NVIDIA® GPUs using ...
A diagonal matrix is a square matrix in which all off-diagonal entries are zero. It is a special case of a symmetric matrix. The entries on the main diagonal may or may not be zero. AI generated definition based on: Mathematical Tools for Applied Multivariate Analysis, 1997 ...
Clearly this relies on the fact that your matrix was a very simple one, with constant off-diagonal elements, as well as constant (but different) diagonal elements. But the general idea is one that will work in other places too, so it is good to remember.