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Sturm sequence

   Also found in: Wikipedia 0.01 sec.
Sturm sequence [′stərm ‚sēkwəns]
(mathematics)
For a polynomialp(x), this is the sequence of functions ƒ0(x), ƒ1(x),…, where ƒ0(x) =p(x), ƒ1(x) =p′(x), and ƒn(x) is the negative remainder that occurs by finding the greatest common divisor of ƒn-2(x) and ƒn-1(x) via the euclidean algorithm.


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