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.
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