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以单元化“问题树”设计促进语文学科课程的统整
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作者 严虹 《新课程研究》 2023年第1期43-46,共4页
针对一线教师课程统整能力薄弱,结合语文教材特点、学生认知规律和学习需求,文章通过提炼单元化“问题树”设计范式,梳理设计要点,提供实施策略,在实践过程中提高语文教师课程的统整能力,培育学生的语文核心素养。
关键词 单元化 “问题树” 语文学科 学科课程统整
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指向深度学习的小学语文“问题树”设计与实施
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作者 严虹 《现代教学》 2022年第S01期18-19,共2页
本文结合教学实例阐述了指向深度学习的“问题树”的设计策略,探究了“问题树”设计的立足点、开展点和延伸点,以促进学生深度思维的发展和语文要素的落实,提高小学生语文核心素养。
关键词 深度学习 小学语文 “问题树”
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2-median location improvement problems under weighted l_1 norm and l_∞ norm on trees 被引量:1
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作者 杨利平 关秀翠 《Journal of Southeast University(English Edition)》 EI CAS 2013年第3期346-351,共6页
This paper focuses on the 2-median location improvement problem on tree networks and the problem is to modify the weights of edges at the minimum cost such that the overall sum of the weighted distance of the vertices... This paper focuses on the 2-median location improvement problem on tree networks and the problem is to modify the weights of edges at the minimum cost such that the overall sum of the weighted distance of the vertices to the respective closest one of two prescribed vertices in the modified network is upper bounded by a given value.l1 norm and l∞norm are used to measure the total modification cost. These two problems have a strong practical application background and important theoretical research value. It is shown that such problems can be transformed into a series of sum-type and bottleneck-type continuous knapsack problems respectively.Based on the property of the optimal solution two O n2 algorithms for solving the two problems are proposed where n is the number of vertices on the tree. 展开更多
关键词 2-median network improvement problem TREE knapsack problem l1 norm l∞ norm
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Implications of geoengineering under the 1.5 ℃ target: Analysis and policy suggestions 被引量:1
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作者 CHEN Ying XIN Yuan 《Advances in Climate Change Research》 SCIE CSCD 2017年第2期123-129,共7页
The Paris Agreement introduced a 1.5 ℃ target to control the rise in global temperature, but clear arrangements for feasible implementation pathways were not made. Achieving the 1.5 ℃ target imposes high requirement... The Paris Agreement introduced a 1.5 ℃ target to control the rise in global temperature, but clear arrangements for feasible implementation pathways were not made. Achieving the 1.5 ℃ target imposes high requirements on global emission reduction. Nationally Determined Con- tributions of all Parties are far from the 1.5 ℃ target, and conventional emission reduction technologies and policies will also have difficulty in fulfilling this task. In this context, geoengineering is gaining interest in the international arena. The Paris Agreement includes afforestation, carbon capture, utilization and storage, and negative emission technologies such as bio-energy with carbon capture and store. All of these techniques are CO2 removal technologies that belong to geoengineering. Solar radiation management, which is highly controversial, has also attracted increased attention in recent years. Although the outline of the IPCC Special Report on 1.5 ℃ does not include a specific section on geoengineering issues yet, geoengineering is an unconventional technical option that cannot be avoided in research and discussions on impact assessment, technical options, ethics, and international governance under the 1.5 ℃ target. On the basis of analyzing and discussing abovementioned issues, this paper proposes several policy suggestions for China to strengthen research on and response to geoengineering. 展开更多
关键词 Paris Agreement 1.5 target GEOENGINEERING
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From Optimal Stopping Problems over Tree Sets to Optimal Stopping Problems over Partially Ordered Sets 被引量:1
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作者 易东云 《Journal of Mathematical Research and Exposition》 CSCD 1998年第1期30-32,共3页
In this paper, we discuss relations between optimal stopping problems over tree sets and partially ordered sets, prove that there is a 1-1 correspondence between them and so every optimal strategy can be obtained in t... In this paper, we discuss relations between optimal stopping problems over tree sets and partially ordered sets, prove that there is a 1-1 correspondence between them and so every optimal strategy can be obtained in the set of optimal control variables. 展开更多
关键词 partially ordered set optimal stopping optimal strategy.
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