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bounded open domain
相关语句
  有界开区域
     Let Ω be a bounded open domain in R n and (E 1,E 2,E 3) a minimal α division in Ω .
     Ω是RN 中有界开区域 ,(E1 ,E2 ,E3)是Ω中的最小的α 分割。
短句来源
     This paper is based on Continuation theorem of solution in G—the bounded open domain, discusses and gives continuation theorem of unigue solution of the inital vellue problem ■ On ■—the boundeb closed domain and a special property.
     本文以有界开区域G内解的延拓定理为基础,讨论并给出了ODE方程初值问题 dy/dx=f(x,y) Φ(x_o)=y_o 的唯一解在有界闭区域上的建拓定理及一个特殊性质。
短句来源
     In finite dimensional space form a bounded open domain,we study some open convex subsets and it's topology,then give a complete metric space.
     考虑了在有限维空间中包含在某一有界开区域中的所有有界开凸子集所成空间上的拓扑,给出了一个相关的完备的度量空间.
短句来源
     A sufficient condition of existing generalized solutions is obtained to a class of nonlinear Euler differential equation groups:-Δu_i(x)+∑Nj=1F_(p_(ij))(x,u(x),u(x))+F_(ξ_i)(x,u(x),u(x))=h_i(x),i=1,2,…,mwith the boundary condition:u_i(x)|_(Ω)=0.Where ΩR~N(N≥3) is a bounded open domain with boundary C~1,h∈L~~(2NN+2)(Ω)~m.
     获得了Euler微分方程组-Δui(x)+∑Nj=1Fpij(x,u(x),u(x))+Fξi(x,u(x),u(x))=hi(x),i=1,2,…,m在边界条件ui(x)|Ω=0下存在广义解的一个充分条件. 这里ΩRN(N≥3)是具有C1边界的有界开区域,h∈LN2+N2(Ω)m.
短句来源
  “bounded open domain”译为未确定词的双语例句
     This paper considers the interior regularity of weak solutions for polyharmonic equations(-△)~ku=f(x),x∈Ω,u∈H~k_0(Ω),where (Ω)R~N is a bounded open domain,k is a positive integer,H~k_0(Ω) is a standard Sobolev space.
     考虑如下的多重调和方程(-△)ku=f(x),x∈Ω,u∈Hk0(Ω)的弱解的内部正则性. 其中Ω是RN中的有界光滑区域,k是正整数,H0k(Ω)是标准的Sobolev空间.
短句来源
     Consider the boundary value problemwhere is a bounded open domain with smooth boundary , and f : is a C~1 function that satisfieswhere , the spectrum of with irichlet data.
     (f′) |f′_t(x,t)|≤c(1+|t|~(p-2)),x∈Ω,t∈R,p∈[2,2~*),
短句来源
  相似匹配句对
     Let be an open and bounded domain with C2-boundary and be a subdomain.
     本文讨论了如下周期抛物方程的系数识别问题:这里,Ω是R~N中的有界开区域,并具有C~2光滑的边界。 w≠(?)
短句来源
     open;
     评价的开放性问题;
短句来源
     ~N is bounded domain with smooth boundary (?)
     R~N有界,边界(?)
短句来源
     Discussion about Bounded Complete Domain
     有界完全Domain及其相关性质
短句来源
     Study on Open-Domain Question Answering
     开放域的自动问答系统的研究
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  bounded open domain
We prove that the Schr?dinger equation defined on a bounded open domain of
      
Let Ω be a bounded open domain in ?N,A an unbounded, selfadjoint, positive and coercive linear operator onL2 (Ω).
      
Under some regularity conditions, a non-resonance property is established for a semi-linear forced wave equation with a strong local damping term and Dirichlet boundary conditions in a bounded open domain.
      
For a bounded open domain Ω with connected complement inR2 and piecewise smooth boundary, we consider the Dirichlet Laplacian-ΔΩ on Ω and the S-matrix on the complementΩc.
      
We consider the spectrum of the Laplacian in a bounded open domain of ?n with a rough boundary (i.e.
      
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This paper is based on Continuation theorem of solution in G—the bounded open domain, discusses and gives continuation theorem of unigue solution of the inital vellue problem ■ On ■—the boundeb closed domain and a special property.

本文以有界开区域G内解的延拓定理为基础,讨论并给出了ODE方程初值问题 dy/dx=f(x,y) Φ(x_o)=y_o 的唯一解在有界闭区域上的建拓定理及一个特殊性质。

We prove the partial regularity of weak solutions of se- cond order nonlinear partial systems-D_αA_i~α(Du)=0.i=1,2,…,N, under the“quasi-ellipticity”condition which reads ∫λ|Dφ|~2dx≤∫_TA_i~α(A+Dφ)D_αφ~idx, for some λ>0 and all smooth,bounded open domains T■R~n,all matrices A∈M~(n×x),and a11φ∈C_0~1(T,R~N).

如果对某λ>0、所有有界开域 T■R~n、所有矩阵 A∈M~(n×N)所有φ∈C_0~1(T,R~N),成立,∫λ|Dφ|~2dx≤∫_TA_i~α(A+Dφ)D_αφ~idx,我们就称二阶非线性偏微分方程组(*)-D_aA_i~a(Du)=0,i=1,2,…,N 满足“拟椭圆”条件。这个条件远远弱于通常的椭圆条件。■本文只假定方程组(*)满足“拟椭圆”条件(不需要椭圆条件),我们用 blowup 技巧证明了方程组的部分正则性。

Let Ω be a bounded open domain in R n and (E 1,E 2,E 3) a minimal α division in Ω . Moreover, if the sets E i(i=1,2,3) are ones of non zero measure, then each of E 1 and E 3 contains a ball.

Ω是RN 中有界开区域 ,(E1 ,E2 ,E3)是Ω中的最小的α 分割。如果E1 ,E2 ,E3 都是非零测集 ,则E1 ,E3 中都包含一个小球

 
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