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齐次的 meaning in Chinese

homogen homogeneous
regular

Examples

  1. If the function is linearly homogeneous it is possible to derive several propositions of interest .
    若函数是线性齐次的,可以推导出一些令人感兴趣的命题。
  2. Since k ( x ) is not homogeneous and f ( x ) 0 , hence steady states can not be obtained by scalling . to overcome this , we construct super and subsolutions in a different way and give some very delicate estimates on them
    由于k ( x )是非齐次的,且f ( x ) 0 ,平衡解不能通过伸缩变换的方法获得,为了证明我们的结果,我们将建立上下解,并对其给出精确的估计。
  3. So researching them becomes one of interesting problem . there is distinctive difference between linear system and nonlinear system . in this paper , a higher nonlinear differential system is studied . we get some new criteria for the oscillation of it and the solution ' s asymptotic behavior
    0 ,叶t )一0时,该方程为一个高阶中立型微分方程,已有文献给出此时它的解振动的若干判别准则;当h ( t ) 0 , a ( t ) 0时,该方程为非线性非齐次的高阶中立型微分方程

Related Words

  1. 齐次簇
  2. 齐次代数集
  3. 齐次的生产函数
  4. 齐次笛卡儿坐标
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