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混合型方程     
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  mixed equations
     This paper deals with the universal attractor of initial-boundary value problemfor mixed equations of nonlinear wave and nerve conduct u_tt=u_xxt+σ(u_x)_x-h(u)u_t-f(u)+g(x).
     本文研究非线性波动与神经传播混合型方程u_tt=u_xxt+σ(u_x)_x-h(u)u_t-f(u)+g(x)初边值问题的整体吸引子.
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     This paper discusses the problem of the extraction of characteristic roots{λf} (λ0、λ1、λ2…) on the Bessel-Neumann's mixed equations.
     本文讨论了Bessel-Neumann混合型方程特征根系{λ_(?) }(λ_0λ_1λ_2…)的求解法问题.
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     Extraction of Characteristic Roots on BesseLl-Neumann's Mixed Equations
     Bessel-Neumann混合型方程特征根系的求解方法
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     ON THE BOUNDARY VALUE PROBLEMS FOR SECOND ORDER MIXED EQUATIONS
     关于二阶混合型方程的边值问题
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     THE UNIVERSAL COMPACT ATTRACTOR FOR MIXED EQUATIONS OF NONLINEAR WAVE AND NERVE CONDUCT
     非线性波动与神经传播混合型方程的整体紧吸引子
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  hyperbolic equation
     DEFINITE SOLUTION OF HIGHER ORDER PARABOLIC HYPERBOLIC EQUATION
     一类高阶线性混合型方程的定解问题
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  mixed type equation
     A Class of the Moving Boundary Problem for the Nonhomogeneous Mixed Type Equation
     一类非齐次混合型方程的移动边界问题
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  parabolic-hyperbolic equation
     In this paper, the higher order parabolic-hyperbolic equation is discussed and the uniqueness of the solution of two boundary value problems is proved.
     本文讨论了一类高阶线性混合型方程,并且证明了两个边值问题解的存在唯一性。
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  mixed equations
The Exterior Tricomi Problem for Generalized Mixed Equations with Parabolic Degeneracy
      
This paper deals with the exterior Tricomi problem for generalized mixed equations with parabolic degeneracy.
      
A Boundary Value Problem for a Class of Mixed Equations with the Bitsadze-Samarskii Condition on Parallel Characteristics
      
Extraction of characteristic roots on Bessel-Neumann's mixed equations
      
This paper discusses the problem of the extraction of characteristic roots {λi}, (λ0,>amp;lt;λ1 >amp;lt;λ2...)on Bessel-Neumann's mixed equations.
      
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  hyperbolic equation
Lp-Lq Estimates for higher order perturbed hyperbolic equation
      
In this paper Lp-Lqestimates for the solution u(κ,t) to the following perturbed higher order hyperbolic equation are considered,
      
The formula of the solution for some classes of initial boundary value problems for the hyperbolic equation with two independent
      
The calculation in the hyperbolic equation region was continued by the method of characteristics.
      
It is characteristic of the problems examined here that for the first-order quasilinear hyperbolic equation describing the segregation process two boundary conditions are formulated.
      
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  mixed type equation
An Analog of the Bitsadze-Samarskii Problem for a Mixed Type Equation with a Fractional Derivative
      
The Tricomi Problem for a Mixed Type Equation with Two Orthogonal Degeneration Lines
      
The Goursat problem of a mixed type equation , P≥ 0, is considered.
      
Tricomi ([5], [6]) originated the theory of boundary of value problems for mixed type equations by establishing the first mixed type equation known asthe Tricomi equation
      
  equation of mixed type
Uniqueness of solution of Tricomi problem for equation of mixed type
      
Solution of a Gasdynamic Problem for an Equation of Mixed Type with Nonsmooth Degeneration Line
      
On the Completeness of Eigenfunctions of the Tricomi Problem for a Degenerate Equation of Mixed Type
      
On the Completeness of Eigenfunctions of the Neumann-Tricomi Problem for a Degenerate Equation of Mixed Type
      
On a partial differential equation of mixed type with discontinuous coefficients
      
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