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Reduction of Matrices

  • 1994
  • OriginalPaper
  • Buchkapitel
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Zusammenfassung

The central problem of linear algebra is to understand the structure of linear transformations in geometrical terms. If the matrix of a given linear transformation in some basis has a special form, for example if it is diagonal, then we can say something about how the transformation acts. Equivalently, if a given matrix is similar to a matrix of a special kind, then the linear transformation it determines (in any basis) will be special in a corresponding way.

Titel
Reduction of Matrices
Verfasst von
Henry Helson
Copyright-Jahr
1994
Verlag
Hindustan Book Agency
DOI
https://doi.org/10.1007/978-981-10-4487-8_5
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