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Linear Transformation Given by Images of Basis Vectors

A linear transformation is completely determined by the images of a set of basis vectors. In the case of a linear transformation spacer , spacer , where the columns of the matrix spacer are the vectors spacer and spacer .
  • Contributed by: Izidor Hafner

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RELATED LINKS

    Linear Transformation with Given Eigenvectors (Wolfram Demonstrations Project)
    Matrix Transformation (Wolfram Demonstrations Project)
    Linear Transformation (Wolfram MathWorld)
    Eigenvectors in 2D (Wolfram Demonstrations Project)

PERMANENT CITATION

"Linear Transformation Given by Images of Basis Vectors" from the Wolfram Demonstrations Project
 demonstrations.wolfram.com/LinearTransformationGivenByImagesOfBasisVectors/
Contributed by: Izidor Hafner
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