查询词典 convex
- 与 convex 相关的网络例句 [注:此内容来源于网络,仅供参考]
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Chapter 3 is focused on the neural network optimization model of arbitrary convex function with linear constraints.
早期应用于军事领域的两大技术—扩频技术和阵列信号处理技术已经或即将应用于民用的移动通信系统。
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This paper analyzes respectively the method of filled function with one parameter and the method of filled function that is a global convex function.
第一章给出了学习研究全局优化的一些基础知识以及到目前为止填充函数方法的研究情况。
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In the second phase, a convex objective function composed of ?
在噪声恢复阶段,利用细节保护规则函数与和?
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Secondly, it analyses and designs the network model and its nature by means of convex quadratic function.
摘 要:从给出供应链的费用结构和消费结构出发,在产销平衡和市场平衡的条件下,考虑制造商、销售商和消费者等多种因素,建立一类供应链平衡网络模型,并借助凸二次函数的性质研究这类问题的模型和性质,进行定量分析,设计有效的求解算法。
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Third,a nonlinear programming model is given for the coexistence of multi-prices on the basis of the convex function model.
再次,在凸需求函数模型下给出多种价格并存的非线性规划模型。
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Two cases are considered in equal and unequal service level, and shows that the total cost function is convex respectively.
对模型中各采购周期限定具有相同的服务水平和允许具有不同的服务水平两种情况分别进行了分析,证明了在两种情况下总库存成本函数在给定条件下均为凸函数。
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In this paper from three aspects, we discuss the structure of the three-level absolute continuous that are derivation,integration and resolution of convex function.
从导数、积分及凸函数分解3方面讨论了三级绝对连续函数的结构,给出了一些特性。
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A simple method for quadratic objective function with convex constaints and with linear constaints is given.
文章对目标函数是二次的且约束是一般凸集和二次目标函数且约束是线性的情形,给出了更简单的算法。
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We discuss some foundational properties of the convex function.
随后介绍凸函数的几何直观描述、解析定义和凸函数的重要性质。
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Especially, we study the applications of Jensen inequality of convex function in proving inequalities.
在此基础上,利用凸函数的Jensen不等式,证明了一些应用初等数学知识难以证明的初等不等式,显示出凸函数在不等式证明中的重要性。
- 推荐网络例句
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Objective:To explore the feasibility of laparoscopy in diagnosing and treating of abdominal diseases.
目的:探讨腹腔镜用以诊断腹部外科疾病及选择治疗方案的可行性。
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The lifetime of nylon 1010 and nylon 1010/POSS composites decreased with increasing temperature.
热重-红外联用分析表明尼龙1010在氮气气氛下的降解产物主要为小分子的低聚物,POSS并不改变尼龙1010降解产物的组成。
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In a new paper*, Dani Rodrik of Harvard University offers a novel suggestion.
哈佛大学的Dani Rodrik在一份新论文中提出了一个新颖的建议。