space manifold 中文意思是什麼
space manifold
解釋
空間流形-
It shows sufficiently that miscellaneous drama that describes thoughts provides special artistic value of discourse space for ordinary literati as well as for writer ' s wandering between elegance and vulgarness through manifold ways, such as the practice of expressing will and emotion, the special meaning revealed by autobiographic artistic expression and the natural artistic manner similar to essays of the late ming dynasty
通過自我抒情言志和高揚主體精神的「寫心」作法、因自傳性藝術演述凸顯出來的特殊意味，以及與晚明小品靈動自然、清新雋永之藝術格調的同構對應等，都充分顯示出《寫心雜劇》既徘徊于雅俗之間，同時又為普通文人提供了特殊的話語空間的藝術價值。 -
This thesis analyze the concept, the type and scale, structure pattern, content and space constitute of outdoor environment of residential district. on the basis of compare, analyze and research to theory and practice at home and abroad, the thesis resolve the common demand into outdoor life, spatial behavior and the others, and consider manifold sense perception of people
從對居住區外環境的概念界定開始，對居住區的類型、規模及結構模式，居住區外環境的內容，空間構成等方面進行分析，研究了居住區的相關問題。同時在對國內外相應的理論與實踐進行比較、分析、研究的基礎上，將普遍的人的需求分解為戶外生活、空間使用方式等，並結合人的多種感覺進行人性化分析。 -
In the part of orbit control, the main ideas in study is to define the nonlinear control system on a riemann manifold from the global viewpoint, and to build the intimate relation between the geometrical structure of state space and the state equation of nonlinear control system ; in the part of attitude control, the main ideas in study is to deduce mathematical model with good character based on global differential geometry ideas as well as li group and li algebra, moreover, to design corresponding control schemes
在軌道控制部分，研究的主要思想是從整體化的觀點出發定義一種建立在riemann流形上的非線性控制系統，將狀態空間的幾何結構與控制系統的狀態方程建立直接的聯系。在姿態控制部分，研究的主要思想是以整體微分幾何方法為工具，以李群與李代數等數學理論為基礎，從數學角度建立具有良好性能的數學模型，並設計出相應的控制方法。 -
Harmonic maps between riemannian manifolds are very important in both differential geometry and mathematical physics. riemannian manifold and finsler manifold are metric measure space, so we can study harmonic map between finsler manifolds by the theory of harmonic map on general metric measure space, it will be hard to study harmonic map between finsler manifolds by tensor analysis and it will be no distinctions between the theory of harmonic map on finsler manifold and that of metric measure space. harmonic map between riemannian manifold also can be viewed as the harmonic map between tangent bundles of source manifold and target manifold
黎曼流形間的調和映射是微分幾何和數學物理的重要內容。黎曼流形和finsler流形都是度量空間，自然可利用一般度量空間調和映射的理論討論finsler流形間的調和映射。但由於控制finsler流形性質的各種張量一般情況下很難應用到一般度量空間調和映射的理論中，使得這樣的討論大都是形式上的，並與一般度量空間調和映射的理論區別不大。 -
The casimir energy can be considered as the polarization of the vacuum energy of quantized fields due to the distortion caused by the presence of boundaries, curvature of the space - time manifold or some background fields
Casimir能量本質上是由於邊界的出現、時空的彎曲或是某些背景場的存在而引起的量子場真空能量。 -
9. by the research of metric tensor and riemann tensor on riemann manifold, we get the inherent curvature of configuration space belonging to parallel mechanism. so the relative coordinates and generalized coordinates are inevitable choice for parallel mechanism. 10
9 、通過對度量張量和riemann張量的研究，得出並聯機構運動可達子空間的內在「彎曲」性質，指出使用相對坐標系和廣義坐標是研究並聯機構運動學和動力學問題的必然選擇。 -
Two algorithms for delaunay triangulation from scattered points are suggested, one of which is from points in plane and the other from points in space. the problem of recognizability of 2d manifold is promoted and the relationship is pointed out between such recognizability and the local structure of a scattered point set
提出並論證了兩種計算散亂點集delaunay三角剖分的方法，即平面點集delaunay三角剖分的局部構造演算法和空間點集delaunay三角剖分的健壯演算法。 -
Space debris collision prediction analysis is important to guaranteeing space probe ’ s safety. processing analysis about it becomes more and more important for debris on the track manifold
空間碎片碰撞預警分析在保障在軌航天器運行安全有著重要的意義，隨著在軌碎片的逐年增多，對空間碎片進行相關分析變得越來越重要。 -
The influence of specific charge, hole arrangement, charge structure, stem length, millisecond interval and ignition mode on the yield of the blasted boulder is analyzed some measures to lower boulder yield in deep hole blasting of underground mine are presented through the optimization of blasting operation parameters as follows : lowering deep hole blasting effect of geology structure, rationally determining specific charge, using technique of wide - space small burden blasting, technique of manifold charge structure and technique of millisecond compression blasting, strengthening the management of boring construction and blasting construction
該優化技術措施主要有：減少地質構造對深孔落礦的影響，合理確定炸藥單耗的方法，使用大孔距小抵抗線落礦技術，採用多種裝藥結構技術，採用多排微差起爆技術，加強深孔的施工管理和加強爆破施工的現場管理。 -
The representive of metric projection on the linear manifold in arbitary banach space
空間中線性流形上的度量投影的表達式 -
The expression of best approximation operator on linear manifold in arbitary banach space
空間中線性流形上的最佳逼近運算元的表達式 -
M. m. nessibi and k. trimeche studied the theory of generalized wavelet transform on the underlying manifold of square integrable radial functions space on the heisen - berg group hn. they constructed an inversion formula of the radon transform on the underlying manifold by means of generalized wavelet
M . m . nessibi和k . trim che研究了海森堡群h _ n上平方可積徑向函數空間，在其基礎流形上建立了廣義小波變換理論；並利用所引進的廣義小波，得到radon變換在該空間上的一個逆公式
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