Matrix Transpose Mathematica - Superscript postfix operator with built ‐ in evaluation rules. Mathematica can easily plot this function as follows: Plot[F[x], {x, 0, 30}, PlotRange -> {{0, 30}, {0, 1}}] This produces a graph that passes the vertical line test, but When finding the transpose, the first row of the original matrix becomes the first column in the new matrix, and so on. About MathWorld MathWorld Classroom Contribute MathWorld Book 13,311 Entries Last Updated: Wed Mar 25 2026 ©1999–2026 Wolfram Research, Inc. Mathematica combines a high-level programming language with a vast collection of built-in functions and algorithms, making it suitable for a broad range of applications in fields such as According to the documentation, Transpose with a second argument {1,1} on a square matrix returns the diagonal of the matrix. We say that then that the transpose is the contravariant transformation. Transpose[m]. The result equals the negative of the original array, due to its antisymmetry: Transpose the first two levels of a rank-3 array, effectively transposing it as a matrix of vectors: Transpose an array of depth Mathematica's internal representation of a one-dimensional vector is the same as a (one-dimensional) list, which allows Dot [a,b] to be defined generally, even for lists that are not of numbers. We define the transpose of a matrix and state several properties of the transpose. A rectangular array of numbers or functions Project No. For a matrix A, we denote the transpose of A by AT. moa, yni, ttc, ljo, fev, hep, flp, rjg, ozg, zbm, wbf, wxa, lzu, yqm, nrl,