• A nonlinear system parameters identification problem is investigated in this paper by introducing a relaxation method used for solving the linear equations of the system.

    研究了非线性参数系统模型的识别问题,通过引入求解线性方程组的松驰法思想,构造了一类新的迭代识别算法。

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  • A new efficient method for solving nonlinear programming problem is studied in this paper.

    本文提出了一个解不等式约束非线性规划问题的有效方法。

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  • In this paper, an optimal mathematical model solving method, the successive approximation method, of the nature of nonlinear integral programming problem is suggested.

    本文提出一种求解优化数学模型,属于非线性整数规划问题的方法——逐次近似法。

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  • The paper studies the nonlinear programming problem with linear constraints. Based on its optimality conditions, a neural network for solving it is proposed.

    研究了线性约束的非线性凸规划问题,基于最优性的充要条件,提出了求解它的一个神经网络。

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  • The problem of determining the diffusive coefficients can be formulated as one of solving a special nonlinear operator equation.

    对流一扩散方程中扩散系数反演问题,可以归结为一个特殊的非线性算子方程求解问题。

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  • Methods of feasible directions are important method of a kind of solving a nonlinear programming problem.

    可行方向法是求解非线性规划问题的一类重要方法。

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  • The feedback parameters are obtained by solving a nonlinear, two-point boundary-value problem.

    其中的反馈参数是通过求解非线性微分方程组的两点边值问题而得到的。

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  • This approach can guarantee that the identified parameters are optimal, by solving a one-dimensional polynomial equation instead of a nonlinear least square problem.

    这种方法能够保证辨识出的参数是最佳的;而且不用求解对应的非线性最小二乘问题,只需求一元多项式的根,从而大大减少计算量。

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  • This paper is devoted to solving strength and stability problems of a built structure by using the finite element method and the increment method for the geometrical nonlinear structural problem.

    本文用有限元素法和对于几何非线性结构问题的增量法求解组合结构强度与稳定性问题。

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  • This paper presents for the first time a simplicial branch and bound algorithm for globally solving a class of nonlinear sum of ratios problem.

    针对一类非线性比式和问题首次提出一种求其全局最优解的单纯形分枝定界算法。

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  • Secondly, differential geometry theory has been introduced to permanent magnet thruster motor for solving the problem of nonlinear object difficult to control.

    第二、将微分几何理论引入到永磁推进电机系统中,以解决非线性控制对象难于控制的问题。

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  • The difficulty of solving transient stability problem is to deal with the strongly nonlinear, uncertain and large - scale system.

    电力系统暂态稳定控制问题的难点是要解决一个具有强非线性、不确定性的大系统控制问题。

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  • Intelligent method has been widely used in reactive power optimization because of its superiority in solving the large-scale nonlinear programming problem.

    近年来,由于在解决大规模非线性规划问题上的优势,智能算法在电力系统无功优化问题中获得广泛应用。

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  • We first formulate the problem as a stochastic nonlinear programming problem and then propose a new simple method for solving it via some approximation techniques.

    本文先把问题转化为一个随机非线性规划问题,然后用逼近技术给出一个简单的求解方法。

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  • The element-free Galerkin (EFGM) method is extended to solving the geometrically nonlinear problem.

    无单元伽辽金法(EFGM)求解几何非线性问题。

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  • As the neural network is an effective solving tool for nonlinear problem, many researchers have used it in computer color matching and have achieved some result.

    由于神经网络是求解非线性问题的一种有效手段,因此,已有很多科研人员将神经网络应用到计算机配色问题中,并取得了一定的成果。

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  • Experimental results show that principal curve component analysis is excellent for solving nonlinear principal component problem, and it has great applications potentials.

    仿真实验结果表明,主曲线成分分析能很好地解决非线性主成分问题,应用前景广阔。

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  • Thus a problem of solving the output correlation function of nonlinear system is turned into a problem of solving an ordinary differential equation.

    将求非线性系统输出相关函数的问题,变成解常微分方程的问题。

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  • When solving this small sample problem with high dimension and nonlinear, many traditional pattern recognition methods will tend to occur overfitting phenomenon.

    对于这样一个高维数、非线性的小样本问题,许多传统的模式识别方法都容易出现过学习或欠学习现象。

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  • ABAQUS is the advanced general nonlinear finite element analysis software, which has very obvious advantage in solving nonlinear problem.

    ABAQUS是先进的大型通用非线性有限元分析软件,求解非线性问题时具有非常明显的优势。

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  • The traditional method for solving transportation problem with time restraint is a nonlinear multi-objective (program) method.

    带时间约束的运输问题的传统解法通常是用多目标规划法。

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  • In this paper, the simultaneous stabilization problem of linear systems is transformed into solving problems of a set of nonlinear inequalities by using a sufficient criterion of polynomial stability.

    运用多项式稳定性充分判据,将线性系统的同时镇定问题转化成非线性不等式组的求解。

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  • Therefore, it is the most effective technique up to now for solving a nonlinear boundary value problem.

    因此,它是求解非线性边值问题的有效力法。

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  • Aiming at the solving problem of equilibrium solution of this nonlinear model, geometry theory of differential equations is adopted, and the relative calculation formula is given.

    采用微分方程几何理论分析河流综合水质模型的基本方程,探讨了河流综合水质模型的平衡状态解的求解方法,并给出相关计算公式。

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  • We do some transformations of this problem to the nonlinear one for which the classical solving methods are effective.

    结合变换系统的初步设计方案,对变换系统设计要解决的问题进行探讨,并对设计进行验算论证。

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  • Absrtact: SVM represented many unique advantages in many applications, such as solving the problem of nonlinear, high dimension pattern recognition and small sample problem.

    摘要:在解决非线性、高维模式识别以及小样本等问题中,支持向量机表现出许多独有的优势。

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  • Introduce main problems of Constained Optimization and methods to solve them. Using immune computing algorithm for solving nonlinear programming problem.

    介绍了约束条件的函数优化的主要问题及处理约束的解决方法,针对一般性非线性规划问题,采用免疫算法来进行处理。

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  • Introduce main problems of Constained Optimization and methods to solve them. Using immune computing algorithm for solving nonlinear programming problem.

    介绍了约束条件的函数优化的主要问题及处理约束的解决方法,针对一般性非线性规划问题,采用免疫算法来进行处理。

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