polynomial of degree n in Vietnamese

@Chuyên ngành kỹ thuật
-đa thức bậc

Sentence patterns related to "polynomial of degree n"

1. The algebraic multiplicities sum up to n, the degree of the characteristic polynomial.

2. In this expression, we're dividing this third degree polynomial by this first degree polynomial.

3. Let's start by finding the degree of each term in either polynomial.

4. Which he Arithmetizes to produce a low-degree polynomial ϕe : Fn → F

5. The first is that it has to be a polynomial of degree 1.

6. Clifford algebras of polynomial forms of degreed>2 defined by N.

7. A slant (oblique) Asymptote occurs when the polynomial in the numerator is a higher degree than the polynomial in the denominator

8. We still follow the typical rule and say that this is a polynomial of degree 2.

9. Such splitting is feasible if the polynomial on the numerator is of lower degree than that on the denominator.

10. 11 Such splitting is feasible if the polynomial on the numerator is of lower degree than that on the denominator.

11. Computing the polynomial becomes expensive in itself, and exact (symbolic) roots of a high-degree polynomial can be difficult to compute and express: the Abel–Ruffini theorem implies that the roots of high-degree (5 or above) polynomials cannot in general be expressed simply using nth roots.

12. Interpolation polynomial

13. Canoodler (n.) one who indulges in some degree of love-making

14. Our algorithms are of polynomial complexity.

15. Formula (1) has the $ m $- property if it is an exact equality whenever $ f ( x) $ is a polynomial of degree at most $ m $; an interpolatory Cubature

16. And what we can do is rewrite this polynomial under this polynomial.

17. The three rules that horizontal Asymptotes follow are based on the degree of the numerator, n, and the degree of the denominator, m

18. The LFKN protocol, the verifier (Arthur) starts with a Boolean formula ϕ, which he Arithmetizes to produce a low-degree polynomial ϕe: Fn → F

19. The roots of the Chebyshev polynomial of the first kind are sometimes called Chebyshev nodes because they are used as nodes in polynomial interpolation.

Các nghiệm này đôi khi được gọi là các điểm nút Chebyshev (tiếng Anh: Chebyshev nodes) bởi vì chúng được dùng trong đa thức nội suy.

20. A polynomial expression is an expression that may be rewritten as a polynomial, by using commutativity, associativity and distributivity of addition and multiplication.

Một biểu thức đa thức là một biểu thức có thể được viết lại như một đa thức, bằng cách sử dụng các phép giao hoán, kết hợp và phân phối phép cộng và phép nhân.

21. (n.) Orig., Blithesomeness; gladness; now, the highest degree of happiness; blessedness; exalted felicity; heavenly joy.

22. A polynomial Approximation of f is a polynomial p that is the most closest Approximation to f given certain conditions.

23. It is possible to construct polynomial roots once a polynomial expression is inserted in the Algebraic Line.

24. Niels Henrik Abel, a Norwegian, and Évariste Galois, a Frenchman, proved that there is no general algebraic method for solving polynomial equations of degree greater than four (Abel–Ruffini theorem).

25. Generates a polynomial interpolation for a set of data

Tạo ra sự nội suy đa thức cho một tập dữ liệu. Name