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Research Progress and Trends of Domestic Smart Learning Environment
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作者 yaqiang cui Qihong Gan +3 位作者 Xiaoli Huang Qi Yu Chunyan Wang Jianlin Tian 《Review of Educational Theory》 2019年第2期46-51,共6页
In order to explore the main progress and current status of domestic research on smart learning environment, this paper takes 260 core and CSSCI journal papers included in the CNKI database as the research objects, an... In order to explore the main progress and current status of domestic research on smart learning environment, this paper takes 260 core and CSSCI journal papers included in the CNKI database as the research objects, and uses CiteSpace visual analysis software and uses bibliometrics and knowledge graph analysis as the main research methods, summarizes and analyzes the time distribution of the literature, the distribution of institutions and authors, co-occurrence and clustering of keywords, and research hotspots,etc. 展开更多
关键词 SMART learning environment SMART CLASSROOM KNOWLEDGE GRAPH CiteSpace Visual analysis
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HOPF BIFURCATION AND CHAOS OF FINANCIAL SYSTEM ON CONDITION OF SPECIFIC COMBINATION OF PARAMETERS 被引量:2
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作者 Junhai MA yaqiang cui Lixia LIU 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2008年第2期250-259,共10页
This paper studies the global bifurcation and Hopf bifurcation of one kind of complicated financial system with different parameter combinations. Conditions on which bifurcation happens, and the critical system struct... This paper studies the global bifurcation and Hopf bifurcation of one kind of complicated financial system with different parameter combinations. Conditions on which bifurcation happens, and the critical system structure when the system transforms from one kind of topological structure to another are studied as well. The criterion for identifying Hopf bifurcation under different parameter combinations is also given. The chaotic character of this system under quasi-periodic force is finally studied. The bifurcation structure graphs are given when two parameters of the combination are fixed while the other parameter varies. The presence and stability of 2 and 3 dimensional torus bifurcation are studied. All of the Lyapunov exponents of the system with different bifurcation parameters and routes leading the system to chaos with different parameter combinations are studied. It is of important theoretical and practical meaning to probe the intrinsic mechanism of such continuous complicated financial system and to find the macro control policies for such kind of system. 展开更多
关键词 Chaos complicated financial system equilibrium "drift" Hopf bifurcation strange non- chaotic attractor.
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