局部连通的的英文

• locally-connected
• lokal zusammenhaengend locally connected

• "局部"英文翻译    part; locality; topo-
• "连通"英文翻译    feed through; connection; co ...
• "的"英文翻译    4次方是 The fourth power of 2 i ...
• "局部连通" 英文翻译 :    connected space
• "局部连通度" 英文翻译 :    local connectivity
• "局部连通集" 英文翻译 :    locally connected set
• "局部连通空间" 英文翻译 :    locally connected space
• "局部弧连通的" 英文翻译 :    lokal wegzusammenhaengend locally pathwise connected; locally arcwise connected
• "局部连通连续统" 英文翻译 :    locally connected continuum
• "一致局部连通空间" 英文翻译 :    uniformly locally connected space
• "连通的" 英文翻译 :    interconnected
• "局部连贯" 英文翻译 :    local coherence
• "局部连贯性" 英文翻译 :    local coherence
• "局部连网" 英文翻译 :    local networking
• "局部连续性" 英文翻译 :    local continuity
• "不连通的" 英文翻译 :    disconnected; noncommunicating
• "不连通的孔" 英文翻译 :    non intercommunicating pore; non-intercommunicating pore
• "部分连通的" 英文翻译 :    partially communicating
• "单侧连通的" 英文翻译 :    unilaterably connected
• "单连通的" 英文翻译 :    einfach zusammenhaengend simply connected; simply-connected
• "弧连通的" 英文翻译 :    bogenweise zusammenhaengend arcwise connected
• "极不连通的" 英文翻译 :    extremelly disconnected
• "连通的空隙" 英文翻译 :    communicating interstices
• "连通的孔隙" 英文翻译 :    communicating interstices; interconnected pores
• "强连通的图" 英文翻译 :    strongly connected graph

• / / the julia set j ( fc ) of fc is connected , then the boundary of the immediately attracting domain of fc at 0 is a jordan curve
  L 。 a集是连通的，那么人在0 ，卢、的直接吸引域是joulan曲线，从而是局部连通的。
• About almost claw - free graph , ryjacek proved the following theorem in [ 12 ] . theorem c [ 12 ] every connected , locally connected k1 , 4 - free almost claw - free graph is fully cycle extendable
  在几乎无爪图方面ryjdeek ‘司证明了下面的结论：定理c卜连通、局部连通的ki ， 4 f陀e的几乎无爪图是完全圈可扩的
• In this paper we intrest in the following results of cycle : oberly and sumner proved the following result in [ 10 ] : theorem a [ 10 ] if g is a connected , locally connected claw - free graph on n > 3 vertices , then g is hamiltonian
  本文感兴趣的是圈方面的以下结果： oberlyandsumner [ 10 ]证明了下面的结果：定理a顶点数不小于3的连通、局部连通的无爪图是哈密顿图
• Yoccoz introduced a powerful puzzle technique and obtained the result that if the quadratic polynomial pc ( z ) with , which has no indifferent cycle , is not infinitely renormalizable , then the julia set j ( pc ) of pc is locally connected while dm is also locally connected at c
  利用这个技巧，他得到了对c m ，如果二次多项式pc ( z )不是无穷可重整化的，并且没有抛物周期点，那么julia集j ( pc )是局部连通的，并且m在c也是局部连通的。
• Several authors observed that the assumptions of theorem a imply stronger cycle properties . hendry [ 3 ] ( and , later on independently ambartsumian et al [ 11 ] ) proved the following theorem : theorem b [ 3 ] , [ 11 ] every connected , locally connected claw - free graph on at least three vertices is fully cycle extendable
  后来，许多图论专家发现该定理的条件暗含着更强的圈性质，其中hendry [ 3 ] (后来ambartsumianetal独立地)证明了下面的定理：定理b顶点数不小于3的连通、局部连通的无爪图是完全圈可扩的