1) elastic integral function
弹性积分函数
2) elastic function
弹性函数
1.
Based on the operation nature of elastic function, a diagnostic method of derivation of geometric convex function is provided, and the conclusion is used to prove geometric convex nature of basic elementary functions.
利用弹性函数的运算性质,给出几何凸函数的导数判别法,并用所给结论证明了基本初等函数的几何凸性。
2.
The operation nature of elastic function is studied in this paper.
研究了弹性函数的运算性质,并应用所得结论给出二阶可导函数的几何凸性判别定理。
3.
The elastic function is the ratio between the tangent slop of the function and the initial straight line slope; is also the ratio between the differential of the function at the elastic fulcrum and the increment of the initial elastic straight line at the elastic fulcrum.
弹性函数是研究当自变量有微弱变化时 ,函数的相对变化率 。
3) resilient function
弹性函数
1.
A fresh method to construct high order resilient function and it s nonlinearity optimize over the field GF(2);
基于GF(2)上高阶弹性函数构造的新方法及非线性度优化
2.
The Construction of Resilient Functions and the Research of Intelligentized Ids Methods;
弹性函数构造与智能入侵检测方法研究
4) resilient functions
弹性函数
1.
Constrction of resilient functions that some possible applications of which involve the fault-tolerant distributed computing, quantum-cryptographic key distribution,and random sequence generation for stream ciphers are introduced.
本文介绍了在容错分布、量子密码学中的密钥分配以及流密码中的随机序列产生等领域都有着广泛应用的一类多输出布尔函数——弹性函数。
2.
In this paper,we discuss the problem on construction of resilient functions with maximal resiliency.
文章考虑了极大弹性函数的构造问题。
3.
The more numbers of the resilient functions have the more safety the cryptographic system will be.
研究一类重要的多输出布尔函数——弹性函数((n,m,1)-resilientfunctions)的构造与计数问题。
5) function integral
函数积分
1.
First an proximate expression of Gauss type function integral is deduced with proper accuracy, and then a scheme based on modified radial basis function (RBF) neural networks is proposed.
导出了在一定精度下高斯型函数积分近似表达式,利用径向基函数(RBF)网络具有良好的逼近任意非线性映射的特点,提出了一种改进的RBF网络方法以实现对高斯型函数积分。
6) integral function
积分函数
1.
Some properties of Reimann integral and integral functions are studied by means of the equivalent definition of Reimann integral.
用Riemann积分通常定义的等价定义 ,研究了Riemann积分的若干性质以及积分函数的性质。
2.
Suppose canonical representation of a positive integer n is: n = n=p_1~(α1)p_2~(α2)…p_r~(αr), the definition of Integral function I(n):Obviously I(n) is multiplicative.
设正整数n的标准分解式为：n=p_1~(α1)p_2~(α2)…p_r~(αr)，则积分函数I(n)的定义如下：显然I(n)为可乘函数。
补充资料：弹性
分子式：
CAS号：
性质：除去导致变形的负荷以后，材料迅速回复其原来尺寸和形状的能力。当变形与所加负荷成正比时，该材料被认为是虎克弹性体或理想弹性体。应力和应变不满足线性关系，但仍保持单值关系称非线弹性。加载后经过一定时间后应力和应变才满足线性关系称滞弹性。
CAS号：
性质：除去导致变形的负荷以后，材料迅速回复其原来尺寸和形状的能力。当变形与所加负荷成正比时，该材料被认为是虎克弹性体或理想弹性体。应力和应变不满足线性关系，但仍保持单值关系称非线弹性。加载后经过一定时间后应力和应变才满足线性关系称滞弹性。
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参考词条