The degree of a polynomial is the highest power of the variable in the polynomial. Study the degree of a polynomial with definition, methods, examples, interactive questions, and more with Cuemath!
something with two or more names or terms, such as an algebraic expression or biological classification. polynomial词组 polynomial regression[计]多项式回归 polynomial time多项式时间 polynomial functionn. 多项式函数 quadratic polynomial二次多项式 orthogonal polynomial正交多项式 ...
It is shown that for n-valued conditionally independent features a large family of classifiers can be expressed as an (n-1)st-degree polynomial discriminant function. The usefulness of the polynomial expansion is discussed and demonstrated by considering the first-order Minkowski metric, the Euclidean...
Moreover, a special minimal degree interpolation space will be introduced which is particularly beneficial from the numerical point of view. 展开 关键词: Mathematics Subject Classification (1991): 65D10 41A05 41A10 DOI: 10.1007/s002110050304 被引量: 179 ...
Mathematics Subject Classification (1991): 65D10, 41A05, 41A10Minimal degree interpolation spaces with respect to a finite set of points are subspaces of multivariate polynomials of least possible degree for which Lagrange interpolation with respect to the given points is uniquely solvable and degree...
Step 4: The largest power of the variable is the degree of the polynomial deg(x5+x3+x2+x+x0) = 5 Classification Based on the Degree of the Equation Based on the degree, the equation can be linear, quadratic, cubic, and bi-quadratic, and the list goes on. Name of the Equation Deg...
回归分析中有一类特殊情况,输出的结果是离散型的(比如识别图片里是人、猫、狗等标签的一种),此时问题称为分类(Classification)。 0x3:逼近函数方法 函数的表示是函数逼近论中的基本问题。在数学的理论研究和实际应用中经常遇到下类问题:在选定的一类函数中寻找某个函数,使它与已知函数(或观测数据)在一定意义下为...
1.The Algebraic Classification of a Class of Degree 1 + Degree 3 Polynomial System1次+3次平面多项式系统的代数分类 2.Nonexistence of Rational First Integrals for Polynomial Systems;多项式系统有理首次积分的不存在性 3.The Global Semi-stability of two Kinds of the Polynomial System;两类高次多项式系...
On the classification of differential equations having orthogonal polynomial solutions — II Suppose {Φm(x)}is a given orthogonal polynomial sequence satisfying the differential equation (*) $$\\sum\\limits_{i - 1}^r {a_i (x)y^{(i)} (x) = \\lambda... AM Krall,LL Littlejohn - 《...
More generally, if Jωd,n(x) are the Jensen polynomials of degree d and shift n associated to the sequence ω:=(ωi)i=0∞, defined by Jωd,n(x):=∑i=0d(di)ωn+ixi, then it is known that (ωi)i=0∞ satisfies the order d Turán inequality at n if and only if Jωd,...