optimization theory discussion in mathematical modeling

also, some results of convex functions are usually similar to the general optimization problem.

同样，由凸函数的最优化理论推导出来的结果，也往往类似于一般性问题的局部特征。

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selections of optimal theories& methods

最优化理论与方法选讲

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fuzzy optimal model of rock classification

岩体分类的模糊最优化理论模型

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the basic theory, principles of classification and structure of blind equalization is discussed further.

在分析盲均衡的原理、分类和结构的基础上，采用最优化理论，深入研究了盲均衡的基本算法。

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on teaching multimedia of combinatorial optimization theory

关于组合最优化理论的多媒体教学实践

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applied research on economic life in optimization theory

最优化理论在经济生活中的应用研究

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standard methods from optimization theory may then be used to find a solution.

这样便可用根据最优化理论所获得的标准化方法求出一个解。

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the application of optimization theory in numerical prediction

最优化理论在数值预报中的应用

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therefore, the convex function is very important in the optimized theory.

因此凸函数在最优化理论中占有特殊的地位。

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calculation of an orthographic projection with the projection theorem

应用最优化理论中的投影定理计算平行正投影

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the application of dynamic system optimization and adaptive algorithm in hot rolling

动态系统最优化理论与自适应算法在轧钢中的应用

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optimization basis and properties of the sum-product method of complementary judgement matrix

互补判断矩阵和积排序法的最优化理论基础及性质

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research on economic decision-making models in optimization theory and methods

最优化理论与方法在经济决策模型中的应用研究

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quantitative mathematical model for disaster recovery planning based on optimization theory

基于最优化理论的灾难恢复计划的量化数学模型

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in this paper we discuss and prove the relationship of the solution to the most two kinds svm methods: c-svc and v-svc, taking advantage of the solution connection between optimal and dual problem and kkt condition.

论文主要是利用最优化理论中的原始问题与对偶问题解的关系和KKT条件，对支持向量机中两类最常用分类方法：v-SVC和C-SVC的解的关系问题进行研究和论证；

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this paper presents a new approach to solve generalized support vector machine optimization problems. based on kkt complementarity condition in optimization theory, unconstrained optimization models for support vector machines are built, and an approximate algorithm-maximum entropy method is given.

依据最优化理论中的KKT互补条件建立了广义支持向量机的无约束优化模型，并给出了一种有效的光滑化近似解法极大熵方法，为求解支持向量机优化问题提供了一种新途径。

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an optimization theory of powell's conjugation directional method was employed in subsidence back-analysis prediction for stochastic medium model and peck volume loss model.

基于最优化理论的共轭方向加速法，研究了地铁隧道施工引起地面沉降的Peck法与随机介质法各自的多参数反分析方法；

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the optimization theory and the probability knowledge are used to establish the model and the matlab language is used as program tool. then the effectiveness and the rationality are verified by using numerical simulation and sensitivity analysis.

模型的建立运用了最优化理论及概率论等知识，借助MATLAB语言作为编程工具，通过数值仿真和灵敏度分析来实现验证模型的有效性和合理性。

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finally, optimization model about cfg pile composite foundation is established which is subjected to the dual controls of bearing capacity and displacement employing optimization theories.

最后，运用最优化理论，建立了考虑承载力和沉降量两个控制条件的CFG桩复合地基的最优设计模型；

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by the optimum theory, a new cutting analytical method of the membrane structure is developed. the b-spline curve is applied to make smooth the boundary of the membrane strip. by this method, the cutting accuracy is improved.

用最优化理论提出一种新的薄膜结构裁剪方法，并用B样条曲线对裁剪图边界进行光滑处理，提高了裁剪分析的精度.最后给出了一个张拉式薄膜结构裁剪分析实例。

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