polynomial remainder造句
例句與造句
- The polynomial remainder sequence obtained this way is called " Euclidean prs ."
- Thus, the function may be more " cheaply " evaluated using synthetic division and the polynomial remainder theorem.
- The above form of synthetic division is useful in the context of the polynomial remainder theorem for evaluating univariate polynomials.
- The polynomial remainder theorem may be used to evaluate f ( a ) \, by calculating the remainder, r.
- The modification consists in negating at each iteration of the Euclidean algorithm the polynomial remainder and using the negated polynomial in the next iteration.
- It's difficult to find polynomial remainder in a sentence. 用polynomial remainder造句挺難的
- To agree with the spirit of the Pell-Gordon article, the polynomial remainder sequence obtained this way is called " modified Euclidean prs ."
- The same is also true for the integer coefficients of the polynomial remainders in a modified subresultant prs, provided that the leading coefficient of f is 1.
- In algebra, the "'polynomial remainder theorem "'or "'little B閦out's theorem "'is an application of Euclidean division of polynomials.
- Additionally, James Joseph Sylvester had observed that the integer coefficients of the polynomial remainders in a subresultant prs are the smallest possible that can be obtained without computing their gcd and without resorting to rationals.
- The divisor of this polynomial remainder computation is a quadratic polynomial " z " " m ", so that all reductions can be reduced to polynomial divisions of cubic by quadratic polynomials.
- :What do you get when you apply the polynomial remainder theorem to find the remainder of x 3 " 7x 2 + kx + 13 divided by x " 3 ?-- Talk 21 : 23, 21 May 2007 ( UTC)