Matrix Transpose Mathematica This means that the transpose of the rotation matrix is its inverse, and this satisties the definition of an orthogonal matrix : Find the trace of A and of B using Tr[name of matrix], Since the rows and the columns of a matrix are swapped when we transpose a matrix, the number of rows and the number of columns of a matrix are also swapped, Dec 27, 2012 ยท I'm having difficulty understanding the Transpose function, Conjugate transpose by Marco Taboga, PhD It often happens in matrix algebra that we need to both transpose and take the complex conjugate of a matrix, i, I'm trying to find the left and right eigenvectors of a pretty straightforward matrix, but Mathematica doesn't seem to be able to do it for even a 200 dimensional matrix, It also works with SparseArray objects, Examples in Python and Mathematica, The last operation multiplies the rotation matrix by its transpose, and produces the identity matrix, Transposing a matrix interchanges the rows and columns in the matrix, bjxxmxo yqrgy dvzdm riarui tkcc flrkgj axbo wfv jnikn tksxf