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strongly m-accretive operator
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  相似匹配句对
     Approximation for the Zeros of Strongly Accretive Operator Equation
     强增生算子方程的零点逼近
短句来源
     Iterative approximation of solution of strongly accretive operator equations
     关于强增生算子方程解的迭代逼近
短句来源
     Convergence of Slack Iteration for Solving Strongly Accretive Operator Equations
     求解强增生算子方程松弛迭代的收敛性
短句来源
     ITERATIVE PROCESS OF NONLINEAR EQUATIONS OF THE Φ-STRONGLY ACCRETIVE OPERATOR
     非线性Φ-强增生算子方程的迭代程序
短句来源
     The Strongly Decomposability of Closed Operator
     封闭算子的强可分解性
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Topological degree theory is one of the main ways to study nonlinear analytical problems. Having defined the generalized degree of multi valued compact perturbations of strongly m accretive operators by means of the generalized degree of perturbed accretive operators and the theory of selector of multi valued functions, this paper discusses its solvability, regular and additional property as well as some other properties. On the basis of the foregoing results, it also offers discussions...

Topological degree theory is one of the main ways to study nonlinear analytical problems. Having defined the generalized degree of multi valued compact perturbations of strongly m accretive operators by means of the generalized degree of perturbed accretive operators and the theory of selector of multi valued functions, this paper discusses its solvability, regular and additional property as well as some other properties. On the basis of the foregoing results, it also offers discussions on the solvability of a differential equation in Lp spaces.

拓扑度理论是解决非线性分析问题的主要方法之一。通过借助增生算子单值紧挠动的广义拓扑度及多值函数的单值选择理论定义了增生算子多值紧挠动的广义拓扑度 ,并讨论了其正规性、可加性、可解性等相关性质。利用这些结果还讨论了一个 Lp 空间中微分方程的可解性问题

 
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