World-System (1950-2010) How Does the Economy of China Work?

 




Continuing Geopolitical tensions between China and the US suggest that the US does not understand how China's System works. Concepts from ECON101 (Socialism, Communism, Command Economy, etc.) make it difficult for Capitalist Politicians to understand what they are dealing with (President Trump seems to like dealing with Authoritarian Leaders because it feels like dealing with the head of a large Conglomerate--until it doesn't). In this post, I'll take the perspective of Systems Theory which is free of prior misconceptions.

The Economy of China is a Malthusian Economy that requires Authoritarian control over birth rates (see the Two Child Policy) to keep the labor force employed without risking high unemployment. The economy also requires control over energy use and Globalization to manage unemployment. Human Development is not a priority in Malthusian Economies.

ChatGPT characterizes the Economy of China as:

In the graphic at the beginning of this post, the CN1 = (Growth - LU) Historical Controller (see below) seems to be approaching a steady state while the CN2 = (LU + Q - L - N) Malthusian Unemployment Controller reached a low point between 1980-2000 and, finally, the CN3 = (KOF + LU - EG) Globalization-Unemployment-Energy controller is collapsing after 2000.

The dynamics of these controllers, in the short run, are driven by the CNL20 BAU Model. In the long run, the East Asia Pacific (EAP) input provides an attractor path that still requires stabilization of the CN3 = (KOF + LU - EG) Globalization-Unemployment-Energy controller.

In words, Regional Alignment helps stabilize the system but Globalization and Energy continue to require reduction in growth rates. Regional Alignment is different from Regional Hegemony (see below) which may not be possible.

For more  information on China and the New Economic World Order (based on Spheres of Influence) see Blog Roll: China. For more information about the Data Sources, State Space models and how the models were constructed, see the Boiler Plate.

Notes

You can run the CNL20 BAU Model on my Google Site (here).

COMMENT: Marxist analysis dealt with the Asiatic Mode of Production (see below) but did not answer the question of why Asia was different. Marx would not have seen the Malthusian-Authoritarian connection in Asia because he considered Malthusian Theory a Libel on the Human Race and did not predict the affinity of Communism with Authoritarianism.


Wikipedia 


CNL20 Measurement Model


Three component state variables explain 99.4% of the variation in the indicators: CN1 is an historical growth controller, meaning that growth is directly controlled in an Authoritarian economy, compared to the USL20W model where overall growth does not have an historical controller. CN2 is a Malthusian-Unemployment Controller. CN3 is a Globalization-Unemployment-Energy controller.

Indicators are taken from the World Development Indicators, KOF is the KOF Globalization Index, EF is the Ecological Footprint and HDI is the Human Development Index (notice that the HDI is not heavily weighted in any of the state variables). The Measurement Model and resulting Historical Controllers are statistically estimated from data using Principal Component Analysis.

CNL20 AIC Statistics


The best short-term (year-to-year) model is the BAU model [-218 < AIC = -180.1 < -135.1] which is unstable and cyclical (there are instructions in the CNL20 BAU Model for stabilizing the system). The best Attractor Path model is the EAP Input model [-60.98 < AIC-13.71 < 28.02], the model is unstable due to the Globalization-Unemployment-Energy Controller.

CNL20 BAU Model


The CNL20 BAU model is unstable in all the historical controllers. Stabilizing the system involves reducing growth rates (reactivity) of the historical controllers (instructions are available in the  CNL20 BAU model R-code), a difficult problem for Authoritarian systems..

CN_L20 EAP Input Model


Alignment with the EAP_L20 system stabilizes all of the historical controllers except for CN3.

BAU Shock Decomposition



CN1 = (Growth - LU) Growth-Unemployment Controller, CN2 = (LU - N - L) Malthusian Unemployment Controller, and CN3 = (KOF + LU - EG) Globalization-Unemployment-Energy Controller.

Shocks to the CNL20 BAU model have differential effects on each historical controller. CN2 and CN3 are oppositely affected and have a counterbalancing effect.



Video


Differing from the Malthusian-Authoritarian System interpretation, the video above offers another interpretation.

Comments

Popular posts from this blog

Boiler Plate

About