凸分析的英文
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"凸分析"怎么读用"凸分析"造句
英文翻译手机版
- convex analysis
- "凸"英文翻译 bulge; protrude
- "分析"英文翻译 analyse
- "带凹凸分型面" 英文翻译 : offset parting surface
- "分析" 英文翻译 : 1.analyse 分析成功和失败的原因 analyse the causes of success and failure; 对句子作语法分析 analyse a sentence; 培养分析问题和解决问题的能力 cultivate the ability to analyse and solve problems; 他非常周密地分析了形势。 he analysed the situation very closely.2.analysis 化学分析 chemical analysis; 阶级分析 class analysis; 性格分析 the analysis of character; 语法分析 grammatical analysis; 这份报纸对政治局势作了很好的分析。 that newspaper has a very good analysis of the political situation.3.analytical 分析能力 analytical ability
- "分析的, 分析" 英文翻译 : analyzing
- "bcr分析" 英文翻译 : bcr analysis
- "dna分析" 英文翻译 : dna analysis
- "logit分析" 英文翻译 : logistic regression
- "lr分析" 英文翻译 : lr parsing
- "pcr分析" 英文翻译 : pcr analysis
- "scatchard分析" 英文翻译 : scatchard analysis
- "swot分析" 英文翻译 : swot analysis
- "s相分析" 英文翻译 : dna s phase analysis
- "E分析" 英文翻译 : ieee spectrum
- "IEEE分析" 英文翻译 : ieee spectrum
- "变分析" 英文翻译 : analysis of variance
- "表分析" 英文翻译 : table analysis
- "波分析" 英文翻译 : wave analysis
- "串分析" 英文翻译 : string parsing
- "磁分析" 英文翻译 : magnetic analysis
- "簇分析" 英文翻译 : cluster analysis
- "低分析" 英文翻译 : harmonic analysis
- "点分析" 英文翻译 : point analysis
- "电分析" 英文翻译 : electric analysis (= electrometric analysis); electrical analysis; electrolysis; electrometric analysis (= electric analysis)
- "分析,细查" 英文翻译 : analyze
例句与用法
- R . t . rockafellar . convex analysis . princeton university press princeton
刘光中.凸分析与极值问题.高等教育出版社. 1991 - For convenience of the reader , pertinent results from linear algebra and convex analysis are summarized in chapter two
为方便读者,在第二章中总结了相关的线性代数和凸分析知识。 - Following the introductory first chapter and the second chapter on linear algebra and convex analysis , the book is organized into two parts : linear programming and networks flows
在第一章简介和第二章线性代数和凸分析之后,本书分为两部分:线性规划和网络流。 - Secondly we study the properties of moment generating functions of probability measures , calculate its sub - differential by the convex analysis , use it to characterize the quasi - symmetric probability
本文研究了概率测度的矩母函数的性质,用凸分析的方法算出了矩母函数的次微分,并用此完全刻画了c . j . stone提出的拟对称概率测度的性质。 - The topics covered in this course include : unconstrained optimization methods , constrained optimization methods , convex analysis , lagrangian relaxation , nondifferentiable optimization , and applications in integer programming
这门课程的主题包括:无限制最适化方法,限制最适化方法,凸分析,拉格朗日松弛法,不可微分函数最适化,以及在整数规划上的应用。 - The analysis involves martingale theory , optimal stopping , stochastic control problem and convex analysis . as for the general incomplete financial market , the upper - and lower - hedging prices of arbitrage - free interval are obtained . the quisimartingales decomposition has been proved
借助于鞅论,最优停时,随机控制和凸分析等理论与方法,就一般的非完备金融市场,未定权益的估值得以研究,并且我们求出了上、下保值价格。 - Certain topics which might properly not be regarded as part of “ convex analysis ” , such as fixed - point theorems , have been omitted , not because they lack charm or applications , but because they would have required technical developments somewhat outside the mainstream of the rest of the book
某些主题可能没有被视为是"凸分析"的组成部分,例如省略了定点定理,并不是因为它们缺乏吸引力或应用,而是由于它们所需要的技术发展有点超出这本书的主流。 - Theory of portfolio optimization is an important part of the modern ? nance in - vestment theories , which uses mathematical facilities such as convex analysis , random analysis , nonsmooth analysis , ( nonlinear ) programming etc , combined with the mean - variance method the basic method of modern portfolio theory . by setting up mathe - matical models , discussed the investment rules of ? nance market and o ? ered theoretic guide for investors
投资组合优化理论是现代金融投资理论的重要组成部分,它运用凸分析、随机分析、非光滑优化、 (非)线性规划等数学工具,并与现代投资组合理论的基本方法均值方差方法相结合,通过建立数学模型讨论金融市场投资规律并为个人或机构投资者提供理论指导。 - Therefore , the research for them has important learning value and certain degree of difficulty . just as weakening convexity of objective functions being a central issue in optimization problems , weakening monotonicity of set - valued mappings is an important research direction in set - valued variational inclusion problems
对这一问题的研究涉及到凸分析、线性与非线性分析、非光滑分析、集值分析、偏序理论、图收敛理论等数学分支,有重要的学术价值和相当的难度。
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