本文讨论场相关定理用于计算反射面天线效率的两种不同公式。
This paper describes two different formulae of the field correlation theorem for the calculation of the efficiency of reflector antennas.
本文得到了另一广义系统，的同宿轨的存在条件及其相关定理。
The existence and relevant theorems of Homoclinic orbits for another generalized Lienard system are obtained.
论文分析证明了算法是收敛的，并在此基础上给出了二个相关定理。
In this paper, it proves the astringency and gives two theorems on astringency.
自从MM不相关定理诞生以来，企业资本结构理论引起了经济学界的广泛关注。
Since the birth of MM irrelevance theorem, the economic circles have been paying intensive attention to the theory of capital structure in enterprises.
本文通过对服务外包的本质及形成机理进行探讨，分析了服务外包的相关定理和特征。
This article discusses the relative theorems and characteristics of service outsourcing through exploring the essence and formative mechanism.
鉴于上述原因，首先在序贯型博弈中定义了行动序列和实现概率等概念并给出相关定理。
For these reasons, first of all, the definitions of the action sequence and realization probability and related theorems are introduced.
以函数依赖理论为基础，提出了属性依赖理论，阐述了属性依赖的有关定义，证明了相关定理；
The article put forward the attribute dependency theory based on functional dependency theory, elaborated the definition of the attribute dependency theory, and proved related theorem.
讨论了积分中值定理中间点的单调性、连续性、可导性，给出了一组充分条件，并证明了三个相关定理。
The continuity and derivative of the intermediate point in the Taylor mean value theorem are discussed, and some of their sufficient conditions are presented.
讨论局部对称空间中具有平行平均曲率向量的子流形，得到其关于第二基本形式模长平方的积分不等式的相关定理。
This paper discusses submanifolds with parallel mean curvature vector in local symmetric Spaces and obtains integral invariants about the square of modulus-length.
本文还对模糊系数型线性规划的对偶理论进行了研究，并提出和证明了与经典线性规划对偶理论相对应的相关定理。
The fuzzy linear programming duality theory has been also studied in this article; the related theorems corresponding to the duality theorems in classical linear programming were proposed and proved.
结合评价函数法将带约束的多目标优化问题转化为无约束优化问题，并给出相应的区间扩张，对相关定理进行了证明。
The paper, combined with evaluation function introduces the transformation of constrained problems into unconstrained ones, and offers an interval extension.
本文提出了正交投影下卷积曲面和曲线对应的概念和相关定理，为二维的图像轮廓和三维人体模型之间的架起一道桥梁；
Second we present the convolution surface and curve correspondence theorem under orthogonal projection, which provide a bridge between 2D image contour and 3D human model.
本文提出了正交投影下卷积曲面和曲线对应的概念和相关定理，为二维的图像轮廓和三维人体模型之间的架起一道桥梁；
Second we present the convolution surface and curve correspondence theorem under orthogonal projection, which provide a bridge between 2D image contour and 3D human model.
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