Does a transition matrix have to be square?
Does a transition matrix have to be square? Why?
How do we transform a 2×4 matrix? Are we in a matrix? Are we in the matrix? What is the conceptual relationship why inner products are part of matrix multiplication? Why transition elements are called transition elements? What are transition elements? Are we living in a matrix? Why do we use inverse transpose of a matrix? Are we really in the matrix? Why can't we divide matrices? When is a matrix diagonalizable? Are we living in the Matrix? Can I divide a matrix by another one? Is this an affine transformation? What is an affine transformation? What are the uses of matrix in information technology? Why are transition elements named so? How would you rotate a matrix? How can this matrix be written in [math]\LaTeX[/math]? Can we not live in a matrix? What are the application of matrices? What are outer and inner transition elements? Why does the matrix [math] M = \begin{bmatrix}1 & 2  & 3\\4 & 5 & 6\\7 & 8 & 9\end{bmatrix} [/math] have a [math]0[/math] determinant? What is an intuitive explanation of the rank of a matrix? What exactly is the extracellular matrix? What is Solution of the given matrix equation? Use of matrix in busines? What are the possibilities of us living in the matrix? What's the difference between change and transformation? Are projection transformation affine?