weak integral的例句大全

And the condition of σ-weak integral's existence is given. The Dominated Convergence Theorem under the σ-weak operator topology is also given.

并给出了σ弱积分存在的条件及σ弱算子拓扑下的控制收敛定理。

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Time Optimal Control for Integral Control Systems with Weak Singularity Kernel

具弱奇性核的积分控制系统的快速控制问题

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Path Integral Solution of Motion of Single Panical in Weak Gravity Field

弱引力场中粒子运动的路径积分解

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Treats motion of single panical in weak gravity field by using path integral methods and obtains the Green's function and intrinsic energy spectrum.

本文通过路径积分方法处理了单粒子在弱引力场中的运动，得到了弱引力场下粒子的格林函数及本征能谱。

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Solutions for a System of Nonlinear Random Integral and Differential Equations under Weak Topology

弱拓扑下的非线性随机积分和微分方程组的解

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We discuss the relation between partial differential equations and integral equations by using the continuous wavelet transform and obtain the result that some partial differential equations can be transformed into the integral equations by using the continuous wavelet transform which are equivalent in the weak topology.

利用连续小波变换讨论了偏微分方程和积分方程之间的关系，得到了一类偏微分方程利用连续小波变换能够变换成在弱拓扑下等价的积分方程的结果。

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In this paper, we prove several existence theorems of random solutions to nonlinear random Volterra integral equations under the weak topology of Banach spaces.

在本文中，我们对非线性随机Volterra积分方程在Banach空间的弱拓扑下的随机解证明了几个存在定理。

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AdaBoost algorithm is introduced in detail in this paper and rectangle feature, integral figure and so on are also analyzed. Then how to construct weak classifier, strong classifier and cascade classifier is discussed.

详细地介绍了AdaBoost算法的思想，包括矩形特征、积分图等概念，并对弱分类器、强分类器以及级联分类器的构造过程进行了阐述。

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Compared with integral continuity condition, the weak continuity condition seems weaker.

与积分连续条件相比，弱连续条件更弱。

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In this paper the time optimal control problem for nonlinear integral control systems with weak singularity kernel is discussed, and it is proved that the Pontryagin maximum principle is still applicable to this system.

本文讨论具弱奇性核的非线性积分系统的快速控制问题，证明了最大原理对这种系统依然适用。

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The eighth complete integral of weak saddle was offered, for the purpose of further discussion about the upper of weak saddle of a cubic system.

为了进一步讨论全三次系统的细鞍点量上界问题，给出了该系统第8阶细鞍点全积分公式。

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