There is an obvious difference in the estimates of real economic growth as expressed by real GDP and GDP per capita. The former includes the growth in population, which may be related to different sources: higher birth rates, lowering mortality rate, and net migration. There are countries with the population growing exponentially, e.g. the USA. Some developed countries do not demonstrate significant population growth. A few countries have a negative population growth forecast in the coming decades, e.g. Germany. It is interesting to compare real economic growth in developed countries using both variables. A series of figures below present various cases and illustrate the difference between the studied developed countries. We also present a table summarizing the study. The main goal is to highlight the importance of the growing population for fast economic development. The extensive economic growth is not unlimited, however. The US population is currently growing at a slower rate than in the 1990s even with intensified migration processes.
1/18/21
1/17/21
While you fight for other people non-economic rights capital privatizes your wages and salaries
Personal income in the USA is the key indicator of the money share between labor and capital. Figure 1 shows personal income in nominal dollars at a quarterly rate. The employee share is defined by the “Compensation of employees’ and in a narrow sense by “Wages and salaries”.
Figure 2 demonstrates that the share of personal income related to “compensation of employees” has been decreasing since the 1970s, and lost almost 5% between 2004 and 2012. This dramatic fall is related to “wages and salaries”. People lose income for their jobs and this lost income fled to those who own the capital. Figure 3 illustrates the share of wages and salaries in the compensation of employees. It dropped by almost 15% between 1948 and 1994.
Figure 1. Nominal estimates of personal income, compensation of employees, and wages and salaries in the USA since 1947.
Figure 2. The shares of “Compensation of employees” and “Wages and salaries” in the “Personal income”, as presented in Figure 1. The period since 2000 is presented separately to highlight the fall in the shares of personal income.
Figure 3. The ratio of “Wages and salaries” and “Compensation of employees”.
1/15/21
Trump supporters have to thank Big Tech ban
The Big Tech ban was perceived nervously by Trump supporters as likely not complying with freedom of speech's highest standards. In my view, they have to thank Big Tech - in the absence of messages from Trump, there was no room for interpretation of his words. During mostly peaceful BLM demonstrations, there were some provocateurs who were presented as the participants of the peaceful process. There are also people who are waiting for any word or action from Trump to act in any direction they want. There is no way to screen out such people in big crowds.
Big Tech actually save Trump from the worst scenario. It seems their action was a sincere wish to assist Trump.
1/12/21
To Trump or not to Trump
I was involved in the analysis of mechanical and seismic effects of underground nuclear tests - from small to 150 kt. It helps me now to be more effective in monitoring the non-testing regime. Thirty five years ago, we developed a mechanical model with a sleeping hierarchical structure of inhomogeneities in various rock types. An underground nuclear explosion creates an extremely high-amplitude shock wave damaging the surrounding rocks. The sleeping hierarchical structure, i.e. a system of healed cracks and discontinuities, is excited by the shock wave, emits (induced) elastic waves, and we measure these waves by seismometers. The features of these seismic waves allow recovering the features of the sleeping hierarchical structure.
Trump is an extremely powerful source of energy
damaging the internal structure of the US political and governmental systems.
He is definitely not a part of this system and his actions were so high-amplitude
that the system was excited and started to send signals to the outer world. We even do not
need to measure them with precise equipment (but we have to) – they are visible and striking. It is not for me to judge is it for better or worse
for the USA.
I have just academic interest in the active
impact on physical and social systems. The COVOD-19 pandemic, for example, is high
stress for the economic system and the response of the US economy has to be studied
in tiny details in order to understand the real structure and processes
underlying economic activity. This also helps to distinguish between quantitatively
accurate and quantitatively worthless economic models. In this blog, I have presented some findings associated with the pandemic.
The experience with active impact on various
systems and the study of their reaction gives me some confidence that we have
to Trump (in the sense we have to beat and hit). When we do not Trump, we are
missing important information on the vital system features. In social sciences,
Gorbachev and Yeltsin were two Trumps in the Soviet Union and Russia. We have
learned a lot about the governing system and people. Not all findings were pleasant.
But now we have no illusions about friendship and cooperation - no such things between businesses and countries.
1/9/21
Conservatives should not bother about liberals. They pretend to be Alphas from "Brave New World", and thus, destroy each other
1/8/21
Statistics is in danger as a discipline after the US election irregularities
In 2012, I wrote several posts on the irregularities in voting distributions after the Duma elections. There were many scientists with a strong background in statistics applied in physics, and I am not the best among them. The outcome of numerous studies revealing various types of potential falsifications as expressed in voting irregularities is well known - the Russian elections are more open and better organized. For example, Navalny lost the 2013 Moscow mayoral elections with 27% of votes.
The 2020 US elections were criticized by many statisticians from the same position of statistical irregularities in the voting results and timing of major changes. I have no access to voting data sets to analyze them in the same way as I did in 2012. Hope they will be open and published for deeper analysis by the statistical community. On the other hand, the results of such studies are highly likely to be banned by the Big Tech and the US universities have a propensity to fire professors and researchers not following their ideology.
I have a strong feeling that statistics as a discipline is in danger in the US. If it does not study the voting irregularities is loses its own credibility. If it will study the irregularities - the statisticians may suffer undeserved punishment. Zugzwang.
1/6/21
The link between unemployment and real economic growth in the UK. Brits are able to retain data quality and integrity
In 2011, we published a paper modeling the link between the annual change in employment rate and the change rate in the real GDP per capita. This paper also included modeling of a similar link for unemployment. In 2011, we used data from various sources – the OECD, BEA, BLS, and the Total Economy Database of the Conference Board. Because of the data availability, the period under consideration varied between countries and the longest time series started between 1950 and 1960. For many developed economies, however, the start year was 1970. Since the studied period was limited to 2010, we promised to revisit all published models and validate the original versions. In the beginning of 2021, we have new estimates of the involved parameters between 2010 and 2019 and re-estimate the unemployment models. In this post, we revise the model for the United Kingdom.
As in hard sciences, the standard modeling procedure is to check
data quality. As we learned before,
the GDP deflator (dGDP), which is a principal component of the real GDP
estimation procedure, is prone to artificial breaks induced by definitional revisions.
Such breaks in the GDP time series look like the structural breaks related to
inherent changes in economic performance. When taken as real, the definitional breaks
ruin the statistical performance of the mainstream economic models.
The UK has likely the most developed school in hard and soft sciences.
Data quality is the essence of experimental sciences in support to theoretical
consideration. Economics is not an exception and the quality and compatibility of
measurements is generally retained. In panel a) of Figure 1, we present the
evolution of the cumulative inflation (the sum of annual inflation rates) as
defined by the CPI and dGDP between 1955 and 2018. Both variables are
normalized to their respective values in 1955, and thus the curves start from
1.0. One can see that the curves are close, but deviate from the very
beginning. In panel b), the rates of
price inflation are shown as calculated using the CPI and dGDP indices. The
only large deviation between the inflation curves was in 1994 and is likely
artificial (corresponding documentation may describe the reasons behind the
spike, but its nature is not important for this post). This spike is pretending
to be described with a dummy variable, which we did not use in the previous
models.
Panel c) in
Figure 1, depicts the difference between the cumulative and change rate curves
in panels a) and b). The cumulative curves demonstrate approximately linear deviation
since the late 1970s. Taking into account the quasi-linear deviation between
the cumulative curves, we propose the following piece-wise model for the best
fit between the CPI and dGDP curves:
CPI = 0.926dGDP, 1970>t≥1960
CPI = 0.974dGDP, 2018≥t≥1971, except 1994
CPI = 0.974dGDP - 0.049, t=1994 (1)
Panel d)
illustrates the match between the cumulative curves, which include a dummy
variable of -0.049 in 1994. The spike is removed. The model residual is
presented in panel e), where the standard deviation is 0.018 for the period
between 1957 and 2018. The CPI and dGDP comparison indicates that there are
potential breaks in the dGDP curve in the early1970s, the late 1980s, and
likely between 2009 and 2012.
a)
b)
c)
d)
e)
Figure 1. a) The evolution of the cumulative inflation (the sum of annual inflation rates) as defined by the CPI and dGDP between 1956 and 2018. Both variables are normalized to their respective values in 1956. b) Inflation rates for the CPI and dGDP. c) The difference between the CPI and dGDP curves in panels a) and b). d) The fit between the CPI and the dGDP corrected according to relationship (1). e) The residual error of model (1).
The break years obtained from the dGDP are used as start points for the search of the best fit in our version of Okun’s law for the UK. We are using the standard LSQR procedure to estimate a new set of coefficients for the period between 1963 and 2018. The data before 1963 are not used because the rate of inflation is very close to 1%, and is difficult to model. The preliminary analysis gives the following model:
dup =
-0.63dlnG + 1.75, 1987>t≥1963
dup =
-0.42dlnG + 0.64, 2010≥t≥1988
dup = -0.39dlnG - 0.13, t≥2011 (2)
Figure 2 illustrates the model predictive power. In the upper panel, the measured rate of unemployment in the UK between 1963 and 2018 is compared with the rate predicted by model (2) with the real GDP per capita published by the Maddison Project Database. The rate of unemployment is borrowed from the OECD. In the middle panel, the model residual errors are presented with the standard deviation of 0.91% and the mean unemployment rate of 5.99%. The lower panel depicts the linear regression of the measured and predicted time series with Rsq.=0.91. Hence, the new set of coefficients provides and an excellent match between the measured and predicted values, i.e. the model linking the change in the unemployment rate and the change in real GDP per capita. The UK is able to retain the integrity of data in longer time periods. The overall sensitivity of unemployment to real GDP per capita seems to decrease with time. This decrease is likely artificial as if one implicitly jumps from Fahrenheit to Celsius degrees and gets cooler weather.
Figure 2. Upper panel: The measured rate of unemployment in the UK between 1963 and 2018 and the rate predicted by model (2) with the real GDP per capita published by the MPD. Middle panel: The model residual, stdev=0.91% Lower panel: Linear regression of the measured and predicted time series. Rsq = 0.91.
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