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微分积分    
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  integrodifferential
    Boundary Value Problem of Nonlinear Integrodifferential Equations of Mixed Type in Banach Spaces
    Banach空间混合型非线性微分积分方程的边值问题
短句来源
    EXISTENCE AND UNIQUENESS OF SOLUTIONS OF NONLINEAR IMPULSIVE INTEGRODIFFERENTIAL EQUATIONS OF MIXED TYPE IN BANACH SPACES
    Banach 空间非线性混合型脉冲微分积分方程解的存在唯一性
短句来源
    Existences of Coupled Quasi solutions for Integrodifferential Equations of Mixed Type in Banach Spaces
    Banach空间混合型微分积分方程耦合解的存在性
短句来源
    Global Solutions of a Class of Nonlinear Integrodifferential Equations in Banach Spaces
    Banach空间一类非线性微分积分方程的整体解
短句来源
    On Monotone Iterative Method for Initial Value Problems of Nonlinear Second Order Integrodifferential Equations in Banach Spaces
    Banach空间非线性二阶微分积分方程初值问题的单调迭代方法
短句来源
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  differential-integral
    Singularly Perturbed Dirichlet Problem for the Second Order Quasilinear Differential-integral Equation
    二阶拟线性奇摄动微分积分方程Dirichlet问题
短句来源
    Comparison Theorem for Differential-integral Equations and Boundedness Theorem
    微分积分方程比较定理与有界性判定
短句来源
    P-operator and periodic boundary values of non-linear differential-integral equation
    P算子与非线性微分积分方程的周期边值问题
短句来源
    An approximate format is set up by using the finite difference method combined with the repeated trapeze formula for obtaininge the numerical solution of a class of differential-integral equation. The existence and covergence of the numerical solution is proved by contraction mapping principle.
    本文用有限差分法和复化梯形公式的混合法来构造一种近似格式,从而求得一类微分积分方程的数值解,并用压缩映象原理证明此数值解的存在性和收敛性。
短句来源
    This Paper represents the singularly Perturbed Dirichlet problem for the second order quasilinear differential- integral equation with a nonlinear integral operator.
    本文研究含有积分算子的二阶拟线性奇摄动微分积分方程式的Dirichlet问题;
短句来源
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  differential integral
    THE APPROXIMATE TREATMENT OF A CLASS STOCHASTIC DIFFERENTIAL INTEGRAL EQUATION
    一类随机微分积分方程的渐近处理(英文)
短句来源
    Existence of the Solutions of a Class of Ito Type Stochastic Differential Integral Equations
    一类Ito型随机微分积分方程解的存在性
短句来源
    Following the development of science and technology, more and more differential difference equations and differential integral equations are researched in many fields, for instance mechanics, physics,biomathematics, economics, autocontrol and communication, because these equations are used to make a study of problems more accurate than ordinary differential equations.
    随着近代科学技术的发展,在许多科学领域的研究中,例如力学、物理学、生物数学、经济学、自动控制、通讯理论等方面,都涉及到微分差分方程和微分积分方程。
短句来源
    At last, the authors also discuss one higher order singular integral equations and partial differential integral equations by using the composite formula.
    最后通过这个高阶奇异积分φ(t)的合成公式还讨论了相应的一类高阶奇异积分方程和偏微分积分方程。
短句来源
    This paper uses Adomian's decomposition method to solve the stochastict differential integral equation (1) under some conditions,and to retain all terms of o(ε 2),this improves on the solution given by Mei Renwei et al in particle disporsion in isotropic turbulence under Stokes drag and Basset force with gravitational.
    利用Adomian的分解方法在某些条件下解随机微分积分方程,保留所有o(ε2)项,改进了1991年MeiRenwei等只考虑到o(ε)项的研究结果.
短句来源
  differential and integral
    Existence of Solutions of Robin Boundary Value Problems for Second-Order Nonlinear Differential and Integral Equations
    二阶非线性微分积分方程Robin边值问题解的存在性
短句来源
    By using the Schaulder's fixed point theorem, the sufficient conditions for the existence of solutions of the robin boundary value problems for second-order nonlinear differential and integral equations are given.
    利用Schaulder不动点定理,给出了一类二阶非线性微分积分方程的Robin边界条件的边值问题存在解的充分条件.
短句来源
    This paper deals with the unconditional stability of a class of neutral linear large scale system with variable delays. Applying Lyapunov function with verctor norm, a lower order mass system is obtained by massing the model of neutral type linear large scale system. The stability criterias are obtained by means of the differential and integral inequlity.
    利用范数型Lyapunov函数对一类变时滞的线性中立型大系统进行模型集结,得到低阶集结系统,运用微分积分不等式得到中立型大系统的稳定性判据,并将结论应用到时变的中立型线性大系统中.
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  integrodifferential
Account for the radiation leads to an integrodifferential system of equations for which a solution method is developed.
      
The integrodifferential equation for the spatial motion of the interface of two fluids of differing weights and differing viscosities in a porous medium is presented.
      
By averaging the Boltzmann kinetics equation with respect to the transverse velocities we obtain a system of two integrodifferential equations for two unknown functions that depend on the longitudinal velocity u, time t, and the x coordinate.
      
Determination of the dynamics of the contour surfaces leads to a Cauchy problem for a system of integrodifferential equations involving partial derivatives.
      
In the general case of an arbitrary angle 0≤γ≤2π the problem of finding the velocity potential reduces to solution of Volterra type integrodifferential equations whose integrands contain singularities [1].
      
更多          
  differential-integral
Neumann-Lame-Clapeyron-Stefan Problem and Its Solution Using Fractional Differential-Integral Calculus
      
This method is based on fractional differential-integral calculus.
      
This approach describes boundary conditions using fractional differential-integral calculus.
      
An analytical solution is obtained using fractional differential-integral calculus.
      
On the basis of previous works (Hantush, Neuman, Brutsaert, Corapcioglu), the new partial differential-integral equations are derived.
      
更多          
  differential integral
The data from the differential integral curves of the annual runoff indicate that the decreasing point began in 1979 in the six sub-basins.
      
Differential integral equation for the spectrum of isotropic homogeneous turbulence
      
Kármán-Howarth differential equation for isotropic correlations; it is reduced to a differential integral equation for the spectrum of turbulence; it contains only one dependent function (5.2).
      
Starting from the partial differential integral equations (Eakmanet al., 1966; Fredricksonet al., 1967) derived for the growth of a microbial culture expressions are obtained for the growth rate of organisms of specific size and size range.
      
The full implications of a statistical model for growth of a microbial cell population using cell mass as the index of physiological state have been examined by solving the partial differential integral equations resulting from the model.
      
更多          
  differential and integral
Of special interest are the Mellin operators of differentiation and integration, more correctly of anti-differentiation, enabling one to establish the fundamental theorem of the differential and integral calculus in the Mellin frame.
      
They are of particular importance in solving differential and integral equations.
      
The fundamentals of the continuous-logic differential and integral calculuses were presented.
      
Differential and integral heats of oleic, linoleic, and linolenic acid adsorption on the surface of finely dispersed magnetite from solutions in carbon tetrachloride and hexane are measured by the calorimetric method.
      
Differential and integral heats of oleic, linoleic, and linolenic acid adsorption on the surface of finely dispersed magnetite from solutions in carbon tetrachloride and hexane are measured by the calorimetric method.
      
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