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However, the method based on behavior only uses trial and error without the exact model of the environment.

基于行为的控制方法采用累次逼近的方法,不需要环境的精确模型,因此系统的稳定性较好。

Based on the spherical harmonic functions expansion and finite difference for discretization of transport equation, an inverse power scheme is presented for calculation of the k-eigenvalue problem.

基于球谐函数展开和有限差分离散,给出了中子输运方程的源项反演逼近的反幂算法,该方法的优势是在适当的初值条件下可以显著提高计算速度。

In this paper, we will introduce the weighted modulus of smoothness and the weighted K-functional to discuss the direct and the converse theorems, the local saturation results on the simultaneous approximation on an infinite interval with Jacobi-weight by the integral operator, the lin...

本文利用带权光滑模与带权K--泛函讨论定义在无穷区间上的积分型算子Gamma算子线性组合对空间L_∞(0,∞)中函数的带Jacobi权同时逼近的正逆定理以及局部饱和结果,还讨论了Gamma算子的强逆不等式。

We prove that the GerberShiu functionΦsatisfies a renewal equation and a infinite series expression ofΦis obtained.

在本章中,利用逼近的方法,得到了此风险过程的罚金折现函数Φ满足的更新方程及其Φ的一个级数表达式。

According to the robust control H2 optimal performance specification, the practically desired diagonal elements of the system transfer matrix are suggested, and in view of the coupling action existing between the two closed loops, dynamic detuning factors are introduced to design the optimal double-loop controllers, and their executable PI/PID forms are derived using a mathematical rational approximation approach.

根据鲁棒控制H2最优性能指标,提出实际期望实现的系统传函矩阵中的对角元。考虑到两个闭环之间的耦合作用,引入动态解调因子设计最优双回路控制器,采用数学有理逼近的方法得到其实际可执行的PI/PID形式。

In addition, the program for the matrix solution was given by using MAT-LAB mathematical software.

同时利用MATLAB数学软件给出相应的计算机求解风x 上一次不定方程组的通用程序,该问题的研究将对函数论和多项式逼近的研究起到一定的作用。

In part 3, utilizing the existing Lipschitz results and the property of Yosida approximation of monotone and continuous function, we prove the existence and uniqueness theorem of a general backward stochastic differential equation with monotone and continuous coefficient.

第三部分在系数仅满足单调连续这样一个新条件下,我们综合运用单调连续函数的Yosida逼近的性质以及Lipschitz条件下的已有结果,证明了一般形式的倒向随机微分方程解的存在唯一性。

On the basis of Nagumo′s existence theorem for the singular case, we obtain the existence of solutions of singular equations satisfying nonlinear boundary value conditions and periodic boundary value conditions by means of approximations.

在Nagumo型存在定理的基础上,我们应用逼近的方法给出了奇性方程满足非线性边值条件和周期边值条件的解的存在性。

Some properties and convergence theorems of the Henstock variational integral for stochastic process with respect to canonical Brownian motion are probed.

讨论了关于布朗运动的随机积分用Henstock变差逼近的方法所定义的积分的一些性质和收敛定理。

At first, in this paper, the concept and type were introduced; afterwards, how to apply counter-examples in the higher mathematics was expatiated particularly in such aspects: concept、theorem、rule、formula and distinguishing true and false of the proposition; Finally, the construction of counter-examples was explored using special example、character、the method of approach as well as intuitional geometrical graphics.

本文首先简要介绍了反例的概念和类型;然后从概念、定理、法则、公式以及判别命题真假等几个方面,详细阐述了在高等数学中如何应用反例;最后,从利用特例、性质,采用逼近的方法以及直观的几何图形几个方面探讨反例的构造。

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