本文研究有序拓扑向量空间中非线性映照的共呜定理。
In this paper, we study resonance theorems for nonlinear maps in ordered topological vector Spaces.
该方法依据机构的拓扑结构特征，将机构分解为若干个有序单开链单元，又进一步划分出各基本运动链。
According to the topological structure characteristics of the mechanism, the mechanism can be decomposed into some ordered single-opened-chains, which can further compose same basic kinematic chains.
由各类衍射技术和计算机模拟揭示出的种种拓扑及化学短程序大大丰富了液体结构短程有序的物理内涵。
The topological and chemical short-range orders, revealed by various diffraction method and computer simulations, enrich the intrinsic physical meaning on short-range order in liquid structure.
该文论述了拓扑空间(组)的同伦等价变换在有序介质状态和缺陷的拓扑分类中的应用问题。
In this paper the application of homotopy equivalence transformation of topological space sets to the topological classification of states and defects in ordered media is discussed.
本文用某种同伦方法，借助于一些适当的变换，讨论了有序的局部凸拓扑线性空间中集值凝聚映象方程的正解问题。
Under several suitable transformations, the problem of positive solutions for set-valued condensing mapping equation in an ordered locally convex topological space is studied by some homotopy method.
最后证明了良序集和实数集合具有序拓扑遗传性。
Finally we prove that well-ordered set and real set both have ordered topological hereditary.
进而提出，五官位置和拓扑结构可组合成具体图形意义上的结构关系，这种结构关系将整体人脸分解成有序的特徵集。
The positions of facial features and the topology constituted the structure in a concrete object image, and this structure disintegrated the holistic face into a regular set of features.
进而提出，五官位置和拓扑结构可组合成具体图形意义上的结构关系，这种结构关系将整体人脸分解成有序的特徵集。
The positions of facial features and the topology constituted the structure in a concrete object image, and this structure disintegrated the holistic face into a regular set of features.
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