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1·A functional index cannot be a built-in algebraic, exponential, log, or hex function.

函数索引不能是内置的代数、指数、对数或十六进制函数。

2·This algorithm has a large adaptability of both algebraic and transcendental curves and solving the root of the function are not needed.

本算法通用性强，不须求解方程的根就可绘制各种代数函数及超越函数曲线；

3·In this paper, minimum realization of transfer function is discussed with algebraic means.

本文用代数方法讨论了传递函数的最小实现问题。

4·The boundary integral equation in homogeneous media was dispersed into algebraic equations through the use of spline function.

采用样条插值函数将均匀介质的边界积分方程离散为代数方程组。

5·Ordinary differential equation with constant coefficients transform into algebraic equations that can be used to implement the transfer function concept.

常系数的常微分方程变换为代数方程可以用于实现传递函数的概念。

6·The geometric meaning of the objective function based on algebraic distance is included.

讨论了基于代数距离的目标函数的几何意义。

7·A sufficient and necessary condition is given that the algebraic immunity of a Boolean function is not more than a fixed value.

借助覆盖向量刻画了代数免疫布尔函数的特征，给出布尔函数代数免疫不大于某确定值的充要条件。

8·This paper presented a construction of Boolean function in odd variables with optimum algebraic immunity.

提出了递归构造奇数变元代数免疫最优布尔函数的一个方法。

9·Starting from the concept of whether or not the transfer function can be made common denomination, a new algebraic criterion of controllability and observability is introduced.

首先从传递函数可否约分的概念出发，提出了可控可观测新的代数判据；

10·It's a recursive construction. Given any odd number, we can construct Boolean function with optimum algebraic immunity in the same number of variables.

这是一个递归构造的方法，利用该方法，对任意的奇数，都可以构造相同变元数量的代数免疫最优布尔函数。