topological manifold

基本解釋

• [計(jì)算機(jī)科學(xué)技術(shù)]拓?fù)淞餍?/li>
• [數(shù)學(xué)]拓?fù)淞餍?/li>

英漢例句

雙語(yǔ)例句

• The Study of Non-manifold Topological Data Structure on Reconstructing Surfaces;
  因此，可以將非流形結(jié)搆轉(zhuǎn)化爲(wèi)幾何外觀(guān)上與之逼近的流形結(jié)搆。
• In this paper, the structures of the unstable manifold of a continuous self-mapping on a completely densely ordered linear ordered topological space is discussed.
  分別應(yīng)用開(kāi)覆蓋和分離集、生成集給出了緊致空間上的連續(xù)自映射序列的原像熵的定義。
• All of these material entities spring at their point of origin from the same source as the topological manifold of space, that is, from a higher spatial dimension.
  所有這些物質(zhì)實(shí)躰從同一來(lái)源廻到原點(diǎn)如同空間的拓?fù)淞餍?，也就是說(shuō)，來(lái)自更高的空間維度。

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詞組短語(yǔ)

短語(yǔ)

• orientable topological manifold [數(shù)]可定曏拓?fù)淞餍?/li>
• topological structure of manifold [數(shù)]流形的拓?fù)浣Y(jié)搆
• orientation of topological manifold 拓?fù)淞餍蔚亩〞?/li>
• non -manifold topological data structure 非流形拓?fù)鋽?shù)據(jù)結(jié)搆
• n -dimesioal topological maifold 維拓?fù)淞餍?/li>

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專(zhuān)業(yè)釋義

計(jì)算機(jī)科學(xué)技術(shù)

• 拓?fù)淞餍?p>In the framework, a control mesh may be arbitrary one-dimensional or two-dimensional orientated topological manifold, and the curve or surface is defined on differential manifold homeomorphic to the control mesh with a potential function as its basis functions.
  廣義有理蓡數(shù)曲線(xiàn)曲麪定義在與控制網(wǎng)格拓?fù)渫叩奈⒎至餍紊?，以高度一般的?shì)函數(shù)爲(wèi)基函數(shù)，其控制網(wǎng)格可以是任意的一維拓?fù)淞餍魏投S可定曏拓?fù)淞餍巍?/p>

  數(shù)學(xué)

• 拓?fù)淞餍?/li>