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First, an overview of discrete and continuous approximation models of the distribution network designing is present, as well as the models' strong points, shortcomings and their complement relationships.

对分销网络设计的离散模型和连续近似模型进行比较,指出两者的优缺点及它们之间的互补关系。

ABSTRACT The main content of this dissertation is focused on formal Verification of Hybrid Systems with complex continuous dynamics. The research pivot is to solve the difficulties of Discrete model Approximation of Complex Continuous dynamics .

本文所有论述均围绕着解决具有复杂连续动态混合系统的形式验证这个主题而展开,以解决验证中复杂连续动态的离散近似所存在的困难为研究重点。

The redesigning frame makes up of two models: one is redesigning time decision model, which is based on continuous approximation model; the other is specific redesigning model, which comes from the model of location-routing problem.

文中用树编码遗传算法来求解该设计框架中的离散模型,并对遗传算法中的编码、解码、交叉、变异、免疫等各种算子做了详细的介绍。

Therefore,the numerical algorithm of normal distribution function in continuous space is improved,so that the difficulty of the discretization of question difficulty and the difficul...

本文对连续的正态分布函数计算方法进行了改进,解决了试题难度的离散化和试题数量为整型值造成的试题难度正态分分配困难问题。

The paper puts forward a method of discretization of continuous properties based on distribution characterization of interval data.

提出了一种基于区间数据分布特征的决策表连续属性离散化的方法。

About one third of the book focuses on the existence and properties of the flow on the global attractor for a discrete or continuous dynamical system.

关于一本书的第三个重点是存在和关于离散或连续动力系统全局吸引流动性。

By using the theories and methods of impulsive,discrete and continuous dynamical system,arithmetic operators,optimiza-tion and numerical simulation,we study locally and globally asymptotieal stability of the boundary periodic solutions,and the permanence of the these systems.

以脉冲动力系统理论为基础,同时结合离散动力系统、连续动力系统、算子理论、优化理论等相关的理论和方法,在已有的研究成果的基础上,研究这些模型的边界周期解的局部和全局渐进稳定性、系统的持续生存、周期解的存在性与唯一性以及周期解的轨道稳定性等等。

This paper is to research singular transport equations with anisotropic continuous energy homogeneous slab geometry for periodic boundary condition in slab geometry.

在Lp1周期边界条件下各向异性、连续能量、均匀介质的奇异迁移方程,证明了其相应的奇异迁移算子产生C0半群和该C0半群的Dyson-Phillips展开式的二阶余项是紧的,从而该算子的谱在区域Γ中由具有限重的离散本征值组成等结果。

To break through the limit of continuous medium theory, a uniaxial compression test of HMA was simulated with discrete element method, and then the simulation was compared with the lab test.

为突破常规数值方法基于连续性的理想假设,进行了某级配的沥青混合料单轴压缩试验的离散元模拟,并将模拟试验与室内试验进行了比较。

In this paper,the method of feedback pulse of system variable was applied to control the discrete map and continuous nonlinear system for transforming a stable periodic motion into an unstable chaotic motion.

用系统变量的脉冲反馈法控制离散和连续非线性系统,使系统由稳定的周期运动转变为不稳定的混沌运动。

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