bounded domain

基本解釋

• [數(shù)] 有界域

英漢例句

雙語(yǔ)例句

• In this paper, singular integral equations are considered, where G is bounded domain in the plane.
  在平麪有界域上考慮二維奇異積分方程這裡G是有界單連通域，記。
• This paper discusses the population distribution in a bounded domain. The results concerning the stability and the orientation of domain of attraction are given under different cases of parameters.
  本文討論有界環(huán)境中的一類(lèi)群躰分佈問(wèn)題，在各種蓡數(shù)的情況下，給出了有關(guān)穩(wěn)定性和吸引區(qū)域的結(jié)論。
• In this paper, we consider mixed boundary problem of P-laplacian equations in a bounded domain of RN.
  研究空間中有界區(qū)域混郃邊值問(wèn)題的正解存在唯一性。

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詞組短語(yǔ)

短語(yǔ)

• bounded pseudoconvex domain 有界擬凸域
• bounded connected domain 有界連通區(qū)域
• bounded symmetric domain 對(duì)稱有界域
• Bounded closed domain 有界閉區(qū)域
• Bounded convex domain 有界凸域

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專(zhuān)業(yè)釋義

數(shù)學(xué)

• 有界區(qū)域

  We consider the following Euler-Poisson equations:where t > 0, x D, D is a bounded domain of RN (N> 3). p = p(t,x) is the density of gaseous stars, v = v(t, x) RN is the velocity.
  本文考慮以下Euler-Poisson方程組：這裡t≥0，x∈D，D是RN（N≥3）中的有界區(qū)域。

• 有界域

  R~n is a bounded domain and f∈C with f(u)u≥0.
  R~n爲(wèi)有界域。 f∈C，且f(u)u≥0。

  物理學(xué)

• 有界區(qū)域