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      非线性半群
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  nonlinear semigroup
     In this paper, the existence and uniqueness of generalized solution for the initial boundary value problems (1.6)~(1.9) of coupled ordinary differential equations and higher order parabolic equations are proved by means of the theory of nonlinear semigroup.
     本文利用非线性半群理论证明了常微分方程和高阶半线性抛物方程耦合的初边值问题(1.6)~(1.9)的广义解的存在性和唯一性。
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     The Nonlinear Semigroup in Banach Space
     Banach空间中的非线性半群(Ⅳ)
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     ON ω—LIMIT SET OF NON-EXPENSIVE NONLINEAR SEMIGROUP
     非扩张非线性半群的ω—极限集
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     DIFFERENTIAL INCLUSION WITH NONLINEAR SEMIGROUP
     含非线性半群的微分包含
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     The second chapter studies the continuous model (2. 1. 1), under two cases: fixed case and random case, it obtains the local existence theorems of solutions for nonlinear evolutional equations with random migration perturbation, by utilizing the theorems of m -accretive operator as well as the nonlinear semigroup theory.
     第二章利用m增生算子理论与非线性半群理论,研究了连续模型,即具有随机移民扰动的非线性人口发展方程,在确定型和随机型两种情况下获得了方程(2.1.1)局部解的存在性定理。
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  nonlinear semigroups
     PROPERTIES OF TWO CLASSES NONLINEAR SEMIGROUPS IN BANACH SPACES
     Banach空间两类非线性半群的性质
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     Properties of Two Classes Nonlinear Semigroups in Banach Spaces
     Banach空间中两类非线性半群的性质
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     Nonlinear Semigroups and Differential Inclusions in Probabilistic Normed Spaces
     概率赋范空间中的非线性半群与微分包含
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     In this paper we consider the Cauchy problem for the system of gas dynamics with a viscosity term u_i+[p(v)]_x=μu_(xx),v_t-u_x=0. By means of the theory of nonlinear semigroups, we have proved the existence and uniqueness of the generalized solution of this problem.
     本文讨论的是具粘性项一维气体动力学方程组u_t+[p(u)]_x=μu_(xx),v_t-u_x=0的Cauchy问题。 利用非线性半群的理论作为工具,给出了该Cauchy问题广义解的存在性与唯一性。
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     Fixed Point Theorem for Nonlinear Semigroups of Lipschitzian Mappings Without Convexity
     无凸性的Lip映像的非线性半群的不动点定理(英文)
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  nonlinear semi-group
     The global fast dynamics for the generalized symmetric regularized long wave equation with damping term is considered. The squeezing property of the nonlinear semi-group associated with this equation and the existence of exponential attractor are proved. The upper bounds of its fractal dimension are also estimated.
     考虑了带有阻尼项的广义对称正则长波方程的整体快变动力学· 证明了与该方程有关的非线性半群的挤压性质和指数吸引子的存在性· 对指数吸引子的分形维数的上界也进行了估计·
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  “非线性半群”译为未确定词的双语例句
     Nonlinear Semigups In Banach Spaces
     Banach空间中的非线性半群
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     On the Differental Inclusions with Nonlinear Semigrops
     含非线性半群的微分包含
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     ON W-LIMIT SET OF NON-EXPENSIVE
     非扩张非线性半群的ω—极限集
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     This paper discussed the continuity conditions of duality mapping F(x) and obtains several equivalent reations between F(x) single-valued uniformly continuous, uniformly lower semi-continuous and support function uniformly continuous.
     对偶映象是非线性算子理论和非线性半群理论中的重要工具,本文就其连续性问题对近来一些文献的结果进行了总结和讨论,得到了对偶映象连续性比较完整和完善的结果.特别,利用这些结果,本文得到了用X中范数可微性和对偶空间X_*弱一致凸来刻划对偶映象构成X→X_X的一个同构映射的等价条件。
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     This paper structures the strong solution of the initial boundary value problem of nonstationary flow of incompressible non-Newtonian fluids,using non-linear semigroup theory. 
     本文应用非线性半群理论构造了不可压缩非牛顿流体非定常流动初边值问题的强解.
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  nonlinear semigroup
By virtue of nonlinear semigroup theory, energy-perturbed approach and exponential multiplier method, it is shown that the vibration of the beam under the proposed control action decays exponentially or in negative power of time t as t → ∞.
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The squeezing property of the nonlinear semigroup associated with this equation and the existence of exponential attractor are proved.
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To prove the existence we use the nonlinear semigroup theory.
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Asymptotic behavior of nonlinear semigroup describing a model of selective cell growth regulation
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If $N$ is a manifold endowed with a connection, the method can also be applied to the associated nonlinear semigroup $Q_t$ acting on $N$-valued maps.
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  nonlinear semigroups
Nonlinear semigroups and differential inclusions in probabilistic normed spaces
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In particular, the discrete Stefan problem gives rise to nonlinear semigroups in both the discreteL1 andH-1 spaces.
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For the proofs, we use techniques for nonlinear semigroups and oscillatory integrals.
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We also obtain similar results for accretive operators that are not necessarily m-accretive, and deduce invariance and order-preserving criteria for nonlinear semigroups.
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Nonlinear semigroups and age-dependent population models
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  nonlinear semi-group
Under some nonlinear boundary feedback controls, the nonlinear semi-group theory is used to show the well-posedness for the correspnding closed loop system.
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