Matrix Operations

In the Matrix Operations of the basic library of blocks you can perform operations on matrices and vectors, such as creating diagonal and unit matrices, transposing, extracting submatrices, and checking for symmetry or triangularity. These blocks allow you to manipulate matrix data and perform mathematical transformations in models that work with matrices and vectors.

Create Diagonal Matrix: Create a square diagonal matrix from the specified vector.
Cross Product: Vector product of two vectors.
Extract Diagonal: Extracting the main diagonal from the input matrix.
Hermitian Transpose: Computation of the Hermite-conjugate matrix.
Identity Matrix: Creation of a unit matrix.
IsHermitian: Checking whether the matrix is Hermite or anti-Hermite.
IsSymmetric: Check whether the matrix is symmetric or cosymmetric.
IsTriangular: Check whether the original matrix is an upper or lower triangular matrix.
Permute Matrix: A permutation of the rows or columns of a matrix.
Submatrix: Selecting a subset of elements (submatrix) from the input matrix.
To Matrix: Converts the incoming signal into a matrix.
Transpose: Matrix Transpose.
Matrix Concatenate: Combining input vectors for iterative processing.