👉 In mathematics, a linear transformation is called "levoduction" if it satisfies certain properties. Specifically: 1. The matrix representation of a linear transformation is invertible. 2. The kernel and range of a linear transformation are always one-dimensional. 3. Every vector in the domain can be written as an element of the range. 4. The determinant of the matrix representing the linear transformation is non-zero. 5. The linear transformation maps bases of the same dimension to different bases, preserving the vectors
