Jordan normal form
Jordan normal form In linear algebra, the Jordan normal form, also called the Jordan canonical ...
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Talk:Jordan normal form
Talk:Jordan normal form The description of the Jordan normal form is ambigous. Maybe put in ...
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Normal form
Normal form The term normal form is used in a variety of contexts ... manageable or otherwise tidiest and most desirable form, in terms of structure or syntax. ...
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Frobenius normal form
Frobenius normal form In linear algebra, the Frobenius normal form or rational canonical form of a square matrix A is ...
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Canonical form
Canonical form Generally, in mathematics, a canonical form is a function that is written in ... two forms are essentially equivalent. A canonical form is required to have two essential properties ... under consideration must have exactly one canonical form, and two objects that have the same canonical form must be essentially the same. See ...
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The matrix is jordan   (translated from Russian)
The matrix is jordan Is jordan maritsa - square diagonal-block matritsa above polem ... matyu&.gt;, with the blocks of the form &.lt;.matyu&.gt;.Zh_\.lambda=\.begin{.pmatrikh ... matyu&.gt; it is called by the jordan cell with the eigenvalue of &.lt;.matyu ... Ch^{-y}.ACh&.lt;/.matyu&.gt; is jordan maritsey (in other words, &.lt;.matyu&. ...
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Jordan block
Jordan block In the mathematical discipline of matrix theory, a Jordan block is a matrix which is composed ... 0 & \lambda \\\end{pmatrix} See also Jordan normal form
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Jordan decomposition
Jordan decomposition In mathematics, Jordan decomposition may refer to Jordan decomposition of a measure, or Jordan normal form of a matrix. This is ...
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Camille Jordan
Camille Jordan Camille Jordan Wikimedia Commons has media related to: Camille Jordan Marie Ennemond Camille Jordan (January 5 1838 – January 22 1922 ... in a number of foundational results: the Jordan curve theorem, a topological result required ...
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Jordan standard format   (translated from German)
Jordan standard format Those Jordan standard format is a term from that ... illustration) completely in Linear factors disintegrates. The Jordan standard format was designated after Marie Ennemond Camille Jordan. The Jordan standard format to a square matrix < ...
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