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Cayley-Hamilton theorem (view source)
Revision as of 16:13, October 7, 2016
, 16:13, October 7, 2016This page needs more info. This external link isn't a fix, but maybe it's better than nothing
In [[mathematics]], the '''Cayley-Hamilton theorem''' states that if a square [[matrix]] is substituted for the variable in its [[characteristic polynomial]], the result will be the zero matrix.
In [[mathematics]], the '''Cayley-Hamilton theorem''' states that if a square [[matrix]] is substituted for the variable in its [[characteristic polynomial]], the result will be the zero matrix.
==External links==
*[http://www.sjsu.edu/faculty/watkins/cayley.htm The Cayley*-Hamilton Theorem: Its Nature and Its Proof (San José State University)]
[[Category:Mathematics]][[Category:Linear Algebra]]
[[Category:Mathematics]][[Category:Linear Algebra]]