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Systematic Methodology Requirements of Xi Jinping Thought on Ecological Civilization-Pursuing the Construction of an Ecological Civilization in All Dimensions,All Regions,and at All Times
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作者 ZHANG Yunfei LI Na 《China Economic Transition》 2022年第4期520-539,共20页
Xi Jinping Thought on Ecological Civilization views mountains,rivers,forests,farmlands,lakes,grasslands,deserts,and glaciers as an inseparable ecosystem and communities of life which should be put under integrated pro... Xi Jinping Thought on Ecological Civilization views mountains,rivers,forests,farmlands,lakes,grasslands,deserts,and glaciers as an inseparable ecosystem and communities of life which should be put under integrated protection and systematic management to ensure ecological civilization in all dimensions,all regions,and at all times.By“all dimensions,”it refers to the systematic management of all the elements of ecological civilization.By“all regions,”it means the systematic management of the entire spatial elements of ecological civilization.By“all times,”it calls for the systematic management of all the components of the temporal structure of ecological civilization.Together,it refers to ecological civilization through systems engineering.This is an innovative application and advancement of materialist dialectics’systematic methodology in ecological civilization,and a significant contribution of Xi Jinping Thought on Ecological Civilization to materialist dialectics. 展开更多
关键词 Xi Jinping Thought on Ecological Civilization the construction of an ecological civilization in all dimensions all regions and at all times systematic methodology systems engineering
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New Subclasses of Biholomorphic Mappings and the Modified Roper-Suffridge Operator 被引量:1
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作者 Chaojun WANG Yanyan CUI Hao LIU 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2016年第5期691-704,共14页
The authors propose a new approach to construct subclasses of biholomorphic mappings with special geometric properties in several complex variables. The RoperSuffridge operator on the unit ball B^n in C^n is modified.... The authors propose a new approach to construct subclasses of biholomorphic mappings with special geometric properties in several complex variables. The RoperSuffridge operator on the unit ball B^n in C^n is modified. By the analytical characteristics and the growth theorems of subclasses of spirallike mappings, it is proved that the modified Roper-Suffridge operator [Φ_(G,γ)(f)](z) preserves the properties of S_Ω~*(A, B), as well as strong and almost spirallikeness of type β and order α on B^n. Thus, the mappings in S_Ω~*(A, B), as well as strong and almost spirallike mappings, can be constructed through the corresponding functions in one complex variable. The conclusions follow some special cases and contain the elementary results. 展开更多
关键词 Operator normalized elementary symmetric Modified conclusions powerful dimensions constructing polynomial
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