英语人>网络例句>implicit function theorem 相关的网络例句
implicit function theorem相关的网络例句

查询词典 implicit function theorem

与 implicit function theorem 相关的网络例句 [注:此内容来源于网络,仅供参考]

The unique existence theorem forutility function based on the new axioms,which is the base of lattice-orderdecision-making theory,is obtained in this dissertation.

本论文研究了在格序决策行为公理体系之下效用函数的存在性问题,并给出了相应的存在惟一性定理,为格序决策理论与方法的研究奠定了基础。

The unique existence theorem forutility function based on thenew axioms is obtained.

给出并证明了基于格序决策行为公理体系的效用函数的存在惟一性定理,为格序决策的研究奠定了理论基础。

In Chapter 4,we obtain the optimality for the quasi-score function 〓in a more general class of estimation functions〓,where〓and〓or〓This result is a extension of Gauss-Markov theorem of the linear model to the nonlin-eaar model.

在本章中,我们得到拟得分函数〓在一种较大的估计函数类〓中的最优性,其中〓而〓或〓于是,我们得到类似于线性模型中的Gauss-Markov定理和拟得分函数的拟Fisher信息上界及达到上界的充要条件:〓,其中〓为真实未知的得分函数,〓为模型均值。

In course of the education reform of complex function theory ,the author uses the exterior differential tools shortly to prove well—known Cauchy theorem and formulas.

在复函数论的教学改革中,利用外微分工具简洁地证明了著名的柯西定理和公式。

In this paper, the author estimated the module of quasiconformal mapping in curved fan, by the expression of local maximal dilatation function of quasiconformal mapping, Riemann′ s existence theorem and extremal length method, the author obtained a result of moduler deviation on curved fan.

本文对曲边扇形内的拟共形映照的模进行估计。借助拟共形映照的局部最大伸张函数来表达,利用黎曼存在定理和极值长度方法,得到关于曲边扇形的一个模偏差定理。

In this paper, the almost periodic solution for a class of two-degree-of-freedom nonlinear oscillating systems is studied by using the Leray-Schauder fixed point theorem and the method of Liapunov function.

运用Leray-Schauder不动点定理和Liapunov函数方法,研究了一类两自由度非线性振动系统的概周期解,得到了该振动系统概周期解存在的充分条件。

The sufficient conditions for guaranteeing the permanence of the system and the existence and uniqueness of periodic solution having globally asymptotical stability are obtained by using the extremum principle,fixed point theorem and V function method s together.

讨论一类具 Holling 类功能反应和放养的捕食链非自治扩散系统,应用极值原理和不动点定理及 V函数法,得到该系统的一致持久性以及存在唯一全局渐近稳定周期解的充分条件。

Based on the Betti-Rayleigh dynamic reciprocal theorem, the reciprocal property of the Green function is demonstrated; and the analytical solution of soil vibration subjected to moving loads is deduced. By means of double Fourier integral transform, the problem is firstly transformed into wave number-frequency domain, which makes it very convenient to derive the solution and furthermore to analyze the frequency characteristics of soil vibration.

基于Betti-Rayleigh动力互易定理,论证了地基土Green函数的互易性,推导了移动荷载引起的地基土振动解析解,进而推证出移动常力荷载和移动简谐荷载作用下地基于表面振动在波数-频率域内和空间-时间域内的解析表达式,并采用Matlab对其进行数值计算。

In Chapter 3, we study the semilocal convergence for the method appeared in Chapter 2 under Lipschitz continuous condition of the second Frechet derivative, and get the corresponding error estimation by majoriz-ing function technique. And also, an application of the theorem to a non- linear equation is given.

在第三章中,研究了复合型Newton-Steffensen迭代方法在算子的二阶导数满足Lipschitz连续条件时的半局部收敛性,并利用优函数技巧得到了其在该条件下的误差估计,最后给出了这个定理的一个应用。

Property 1 (Boundedness and max-min theorem) Let be a continuous function of several variables on a closed region D, then has an absolute maximum and an absolute minimum on the region.

性质1(有界性与最大值最小值定理)在有界闭区域D上的多元留恋许函数,必定在D上有界且一定能取得它的最大值和最小值。

第72/100页 首页 < ... 68 69 70 71 72 73 74 75 76 ... > 尾页
相关中文对照歌词
Function
Function At The Junction
Function
Run
Form Follows Function
At The Club
Pin Drop
Nothing's Something
Pretenders
Euro Zero Zero
推荐网络例句

Don not attempt to do something which you can not to do.

不要企图做那些办不到的事情。

The expression of CTGF and TNF-αweredetected by immunochemistry and the number of Clara Cells was calculated.

光镜下观察肺组织的病理变化,采用免疫组化染色观察肺组织中结缔组织生长因子和肿瘤坏死因子-α的表达和Clara细胞的数量。

The latest results are published online January 13 in the Journal of the National Cancer Institute. They come from a case–control study that involved 459 cases,"which, for the rarity of this cancer, is a very big study," Dr. Stang said.

Stang医师表示,这项最新的研究结果线上发表在1月13日的国家癌症机构期刊上,研究来自一项收纳459个病例的病例控制研究,这是一项非常大的研究。