MFP:最大不动点
在学术与科学领域,特别是物理学相关的研究中,“Maximal Fixed Point”是一个重要概念。为了方便书写和使用,该术语常缩写为“MFP”。其中文含义为“最大不动点”,这一概念在理论分析和数学建模中常被用于描述系统在动态过程中达到的稳定状态。
Maximal Fixed Point具体释义
Maximal Fixed Point的英文发音
例句
- Minimal and Maximal Fixed Point(MFP) Theorems for Strict - Set - Contraction Mappings in Product Spaces
- 乘积空间中严格集压缩映象的极大极小不动点定理
- Minimal and Maximal Fixed Point(MFP) Theorems and Iterative Technique for Nonlinear Operators in Product Spaces
- 乘积空间中非线性算子的极大极小不动点定理及迭代法
- In this paper, new minimax inequalities are obtained on H-space, and also obtained their equivalent forms, geometric forms and existence theorem of maximal element'As applications of these theorems, we deduce some fixed point theorems.
- 本文在H-空间得到一个新的minimax不等式,并得到了与其等价的几何形式、极大元存在定理及作为其应用的不动点定理。
- In this paper, A new system of generalized nonlinear variational inclusions involving maximal η - monotone mapping is introduced and studied in Hilbert spaces. We prove that the existence and uniqueness of solution of the system of generalized nonlinear variational inclusions by using the fixed point theorem.
- 于Hilbert空间中引入并研究一类含η-极大单调映象的广义非线性变分包含组.运用不动点定理,我们证明了广义非线性变分包含组解的存在性与唯一性。
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