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jacobi canonical matrix
释义
Jacobi canonical matrix
Jacobi canonical matrix
[
jə¦kōb·ē kə¦nän·ə·kəl ′mā·triks
]
(mathematics)
A form to which any matrix can be reduced by a collineatory transformation, with zeros below the principal diagonal and characteristic roots as elements of the principal diagonal.
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proximately
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更新时间:2025/6/21 19:28:31