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Deceleration of China's Economic Growth: Causes and Countermeasures 被引量:5
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作者 Guoqiang Tian 《Frontiers of Economics in China-Selected Publications from Chinese Universities》 2019年第1期3-25,共23页
China's economic growth has been declining continuously at a rapid rate since 2011. It dropped to 6.7% in 2016 by more than 3% from nearly 10% average growth rate during 1979-2010. As for its causes, there are dif... China's economic growth has been declining continuously at a rapid rate since 2011. It dropped to 6.7% in 2016 by more than 3% from nearly 10% average growth rate during 1979-2010. As for its causes, there are different interpretations among Chinese economists. One of the interpretations, which is held by some scholars including Justin Yifu Lin, is that external and cyclical factors are the main causes for the decline. The author disagrees with this viewpoint and holds that the root cause of economic deceleration is the delay in deep institutional reforms. An inclusive economy and state coercive capacity are two essential ingredients for sustaining economic prosperity. China must further enhance economic inclusiveness, and accelerate its transition into an efficienc y? driven and innovatio driven economy through deepened comprehensive marketization reforms. Meanwhile, it should further strengthen the rule of law to build a limited government that is capable, accountable, effective and caring. 展开更多
关键词 China's economic growth CAUSES and COUNTERMEASURES deep institutional REFORMS DECELERATION INCLUSIVE economy efficiency-driven in novation-driven external and cyclical factors
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Principal Eigenvalue for Cooperative (p,q)-biharmonic Systems
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作者 LEADI Liamidi A. TOYOU Robert L. 《Journal of Partial Differential Equations》 CSCD 2019年第1期33-51,共19页
In this article, we are interested in the simplicity and the existence of the first strictly principal eigenvalue or semitrivial principal eigenvalue of the (p,q)-biharmonic systems with Navier boundary conditions.
关键词 Nonlinear eigenvalue problem (p q)-biharmonic SYSTEMS Navier boundary conditions.
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