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精密三角高程测量系统TriLevel在青海地区的应用 被引量:5
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作者 黎建洲 刘源 +1 位作者 李立平 杨胜梅 《北京测绘》 2021年第4期529-533,共5页
精密三角高程测量利用两台高精度测量机器人对向观测,大大削弱大气折光的影响,并且无须量取仪器高和棱镜高,避免了该项测量带来的误差,能够达到国家二等水准测量精度的要求。对精密三角高程测量方法进行研究,利用C++编程语言开发了精密... 精密三角高程测量利用两台高精度测量机器人对向观测,大大削弱大气折光的影响,并且无须量取仪器高和棱镜高,避免了该项测量带来的误差,能够达到国家二等水准测量精度的要求。对精密三角高程测量方法进行研究,利用C++编程语言开发了精密三角高程测量系统TriLevel,该系统基于地理数据通信接口(GEOCOM)与测量机器人进行通讯,实现精密三角高程自动化测量和质量控制。通过在青海地区开展实际工程应用,与二等水准测量结果进行对比,结果表明:该系统能够达到二等水准测量精度要求,且工作效率有很大的提高。应用成果对类似高程传递测量具有一定的借鉴意义。 展开更多
关键词 精密三角高程 trilevel系统 二等水准测量精度
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构建植物生产类本科生实验实践教学体系的探索与实践 被引量:17
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作者 李保云 李志兰 +1 位作者 周彦明 刘庆昌 《高等农业教育》 2009年第8期56-58,共3页
植物生产类各专业均为实验、实践性很强的专业。为有效解决植物生产类本科生培养中只重视理论知识获取,忽视实践能力、创新能力和工作能力培养的问题,中国农业大学构建了植物生产类"三层次、模块化"实验实践教学体系。
关键词 植物生产类 三层次 模块化 实验实践教学体系
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Progression and Integration:George Santayana's"Trilevel Theory"of Literary Creation
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作者 XIE Minmin 《Journal of Foreign Languages and Cultures》 2025年第2期11-31,共21页
In assessing the quality of poetry,George Santayana advanced a graded criterion that may be termed a“trilevel theory.”Although this conception originally emerged from his reflections on poetry,it came to serve as an... In assessing the quality of poetry,George Santayana advanced a graded criterion that may be termed a“trilevel theory.”Although this conception originally emerged from his reflections on poetry,it came to serve as an overarching framework for his broader literary vision,mirroring his views on some literary elements such as form,matter,and theme.What is especially compelling is the latent unity of Santayana’s diverse intellectual roles—philosopher,aesthetician,and literary critic—within this literary structure.His pursuit of aesthetic excellence,advocacy of realism and literary tradition,philosophical commitment to naturalism and rationalism,and his sense of responsibility as an intellectual are all organically integrated within this idea. 展开更多
关键词 trilevel FORM REALISM IMAGINATION REASON
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A Penalty Function Approach for Solving the Linear Trilevel Programming Problem
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作者 Yan Peng Yi-Bing Lv 《Journal of the Operations Research Society of China》 2025年第2期616-629,共14页
In this paper,we mainly focus on the solving approach for the linear trilevel programming(LTP)problem.Firstly,based on the lower-level problem’s Karush–Kuhn–Tucker(K-K-T)optimality conditions,we transform the LTP p... In this paper,we mainly focus on the solving approach for the linear trilevel programming(LTP)problem.Firstly,based on the lower-level problem’s Karush–Kuhn–Tucker(K-K-T)optimality conditions,we transform the LTP problem into a bilevel programming(BP)problem with complementary constraints.Secondly,taking the complementary constraints as penalties and appending them to the upper-level objective,a penalized BP problem is obtained.Thirdly,for the penalized BP problem,we use K-K-T optimality conditions again and append the corresponding complementary conditions to the upper level as penalties.Then,an overall penalized problem for the LTP problem is formed;we analyze the characteristics of the optimal solutions of the overall penalized problem and propose a penalty function algorithm.The numerical results show that the penalty function approach is feasible and effective. 展开更多
关键词 Linear trilevel programming Karush-Kuhn-Tucker optimality conditions Penalty function Optimal solution
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