| 单词 | coefficients |
| 释义 | DEFINITIVE EXAMPLES 权威例句〔Diophantine equation〕An algebraic equation with two or more variables whose coefficients are integers, studied to determine all integral solutions.丢番图方程：具有二个或二个以上其系数为整数变量的代数方程式，作为探究所有整数解的用途美国传统〔algebraic number〕A number that is a root of a polynomial equation with rational coefficients.代数数：系数为有理数的代数方程的根美国传统〔linear combination〕An expression of first order, composed of the sums and differences of elements with nonzero coefficients.线性组合：系数不全为零由元素的和、差组成的数学式的第一序表达式美国传统〔linear independence〕The property of a set with the coefficients of another set of having no linear combinations equal to zero unless all of the coefficients are equal to zero.线性独立，线性无关：一集合的特性，在具有线性系数的情况下，不具有元素的线性，结合等于零的特性，除非每个元素的系数都为零美国传统〔synthetic division〕A method of dividing polynomials when the divisor is a polynomial of the first degree, by using only the coefficients of the terms.综合除法：一种分解项式的方法，即当除数为一次多项式时，仅用项的系数去除美国传统〔transcendental〕Not capable of being determined by any combination of a finite number of equations with rational integral coefficients.超越的：无法通过任何有限数目的方程式与有理整数系数的组合决定的美国传统 |
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