iterated integral

英 [ˈɪtəreɪtɪd ˈɪntɪɡrəl] 美 [ˈɪtəreɪtɪd ˈɪntɪɡrəl]

叠积分

计算机



双语例句

  1. Asymptotic Expansions of Iterated Galerkin Methods for Eigenvalue Problem of Fredholm Integral Equations; The Study on Precision and Gradual Approximation about Pharmacokinetics Initial Value
    Fredholm积分方程特征值迭代Galerkin方法的渐近展开(英文)关于药代初值精化方法及渐次逼近法的探讨
  2. And we used that to set up the iterated integral.
    我们还用那个来建立累次积分。
  3. Well, that's a question of, in which order we do the iterated integral?
    这只是积分顺序的问题?
  4. Here I didn't set this up as a iterated integral yet.
    这里还没有变成累次积分。
  5. In chapter two, by using the iterated integral and generalized Riccati transformations, oscillatory criteria for second order nonlinear damped difference equations with continuous variable are discussed and an example was given to validate the results.
    第二章利用重复积分变换和广义Riccati变换,在已有的具有连续变量二阶非线性差分方程的振动结果基础上,加入阻尼项,得到了新的振动准则,并给出例子加以验证;
  6. We discuss the iterated collocation method of two-dimensional Fredholm integral equations. A multilevel correction estimate of the corresponding iterated collocation approximations with quasi-uniformly meshes is obtained.
    讨论了二维线性Fredholm积分方程的迭代配置方法,在拟一致网格下得到了迭代配置解的多重校正估计。
  7. Asymptotic expansion of iterated collocation solution for the Volterra integral equation of second kind
    第二类Volterra积分方程迭代配置解的渐近展开
  8. A kind of second order nonlinear damped difference equation with continuous variable is studied. By using the iterated integral and generalized Riccati transformations, some oscillatory criteria for the equation are given.
    考虑了一类具有连续变量的二阶非线性阻尼差分方程,利用积分变换和广义Riccati变换,给出了此类方程的振动准则。
  9. Explicit iterated integral formulae of the moments in various order of the hitting times of geodesic spheres by Brownian motions on rotationally symmetric manifolds are given in this paper.
    主要给出了旋转对称流形上布朗运动关于测地球面的首中时、球壳的首出时的各阶矩的迭代积分公式。
  10. In this paper, we obtain an error expansion with more terms of iterated collocation approximations for two-dimensional Volterra integral equations, thus the extrapolation to it can be done repeatedly.
    本文得到了二维Volterra积分方程迭代配逼近在结点处的多项误差展开式,从而可对其反复地外推。