Technological Advancement and
Unemployment in 21st Century Developed Countries
PSC 2012 – Research Methods in Political
Science
Amy Schmidt ’15
Winter 2013
Topic
of Interest
When examining the causes of recent
global recessions like the Great Recession of 2008, many view partisan gridlock
in the United States and the debt crisis in Europe as the major causes (Condon
and Wiseman 2013), while overlooking the possibility that high levels of
technology may also have contributed to downturn in the economy through their
effect on unemployment rate. As technology in industrialized states begins to
advance at a higher rate than ever before, machines, computers, software
programs, and other devices foster the capacity to perform the occupational
tasks of the average middle class worker (Condon and Wiseman 2013).
Historically, advancements in technology have been correlated with economic
growth, and have provided more occupational opportunities in the long run (Frank
and Bernanke 2013). In more recent times, though, the average citizens in
developed countries may be suffering economically due to technological progress
that has taken away millions of jobs from all sectors of developed countries’
economies without providing more jobs in the long run. As the industrialized
countries of the global economy are striving to recover from the Great
Recession five years after its commencement, it its crucial for such countries
to assess all possible causes of economic downturn in modern times, including
unemployment rates that may show a statistically significant relationship with
technological advancement, in order to avoid future recessions or to recover
more quickly.
Research
Question
The repercussions of the recent
economic hardship brought upon by the global recession of 2008 impacted average
middle-class citizens in developed countries largely through rising
unemployment rates and struggles in the job market (Condon and Wiseman 2013).
It is only natural to assume that high unemployment rates exist as both causes
and byproducts of economic recessions. To address the economic hardship of
middle-class residents, it is crucial to investigate the main causes of
unemployment in developed countries. According to numerous economists, such as
Frank and Bernanke (2013), Partridge and Partridge (1999), Izyumov and Vahaly
(2003), and Nickell, Nunziata and Ochel (2005), factors such as labor market
rigidities, large output gaps, outsourcing, lowered consumer demand, and
minimum wage have enhanced the prospect of increasing unemployment rates; has
technology played a statistically significant role in the unemployment rates of
the 21st century’s developed countries as well? This question arises
due to the idea that highly advanced, widespread technologies today hold the
capacity to surpass merely providing efficiency, by accomplishing tasks that
have for so long been carried out by average workers. According to Condon and
Wiseman (2013), “the global economy is being reshaped by machines that generate
and analyze vast amounts of data,” such as smartphones, computers, and other
efficient robot-like machines. Thus, more specifically, though technological
advancement and usage tends to be associated with economic growth, have more
modern technologies such as computers, cellular devices, and others derived
from research and development expenditure caused unemployment rates in developed
countries to increase, leading to economic hardship for middle-class citizens?
Literature
Review
When
measuring unemployment, economists tend to distinguish between the natural rate
of unemployment, consisting of structural and frictional unemployment, and
cyclical unemployment, which is associated with recession in the economy.
According to Frank and Bernanke (2013), structural unemployment is “the
long-term and chronic unemployment that exists even when the economy is
producing at a normal rate,” and frictional unemployment is “the short-term
unemployment associated with the process of matching workers with jobs.” Though
the different categories of unemployment may appear to hold significance when
measuring the effects of specific variables on unemployment, Frank and Bernanke
(2013) suggest otherwise. Theoretically, each individual category of
unemployment has different causes and plays a substantial individual role in
the overall unemployment rate; however, in practice, it is exceedingly difficult
to distinguish between the categories precisely (Frank and Bernanke 2013). For
this reason, the classification of unemployment rate into three types of
unemployment is subjective and imprecise, rather than an approximate factor in
measuring overall unemployment rate. Thereby, when investigating the main
causes of unemployment, specifying between the categories of unemployment would
be trivial rather than beneficial.
A myriad of views have been formed
regarding factors in the economy that cause unemployment rates to increase. One factor that economists look to is the
structure of the labor market. In particular, Nickell, Nunziata and Ochel
(2005) hold that, “it is widely accepted that labor market rigidities are an
important part of the explanation for the high levels of unemployment . . . in OECD countries.” However, this group
of economists has located errors in measuring unemployment solely on
institutions in the labor market. In an empirical analysis of unemployment
patterns in the OECD countries from the 1960s to the 1990s, Nickell, Nunziata
and Ochel found that labor market rigidities in institutions of the OECD
existed even when unemployment was low, leading them to conclude that labor
market institutions can potentially explain cross-country differences in
unemployment, but are most likely insufficient in measuring changes in
unemployment over time (2005). Further, similar studies suggest that
unemployment does not appear to be primarily the result of factors such as
“overly generous benefits, trade union power, taxes, or wage ‘inflexibility’” (Nickell,
Nunziata and Ochel 2005). Due to such claims, it is necessary to consider the
combined affects of such economic factors and others in measuring unemployment,
rather than citing one or two factors as the sole causes.
Frank and Bernanke (2013) concur,
noting that “the labor market is heterogeneous and dynamic” which provides for
difficulty in matching jobs with workers. Further, they cite structural
features of the labor market, such as labor unions and minimum wage laws as
elements that act as barriers to employment. Both labor unions and minimum wage
laws may keep workers’ wages above the market-clearing level, making it too
expensive for employers to hire workers, and thus, leading to increased
unemployment (Frank and Bernanke 2013).
Falling under labor market rigidities,
government-controlled minimum wage laws have gained leverage as a possible
cause of unemployment. In 1999, Partridge and Partridge conducted an empirical
analysis of 1980s’ data from the states of developed country, the United States,
aspiring to determine the relationship between minimum wage and unemployment.
These researchers collected data from a decade in which most states increased
their minimum wage laws above the federal level (1999). Their results suggest,
“a greater minimum wage increases long term unemployment rates” (Partridge and
Partridge 1999). A study conducted by Campbell and Campbell supports this idea.
Campbell and Campbell (1969) collected data from the Bureau of Employment
Security on the unemployment rates in major labor market areas in states with
and without a minimum wage. Though this empirical analysis provided a wide
variation among individual states in the relationship between minimum wage and
unemployment, Campbell and Campbell were able to conclude that, “on average,
states with minimum wage regulation have higher rates of unemployment than
states without such laws over a period of 16 years” (Campbell and Campbell
1969).
Nevertheless, some economists claim
that minimum wage does not have as significant of an effect on unemployment as
many believe. For instance, White and Jones (1971) directly criticize the
analysis published by Campbell and Campbell, claiming that their study is
“certainly not persuasive that minimum wage laws are a determining reason for
the difference” between states with minimum wage regulation and those without.
White and Jones focus their criticism on the validity of the Campbell study and
ultimately turn to the relationship between unemployment insurance coverage and
unemployment rate, as well as the influence of labor migrations on unemployment
differences (1971). Indeed, there are other causes of unemployment to consider,
but despite the controversial views over the effects of minimum wage laws on
unemployment rates, the existence of minimum wage may hold substantial ground
in causing unemployment and thus, must not be ignored.
Many economists tend to associate the
existence of a welfare state with rising unemployment. Krugman (1994) suggests
that a welfare state causes unemployment through taxes, which require employers
to contribute to social insurance funds, and other regulations that raise the
cost to businesses of offering jobs, and further, cause firms to lower the
wages that they are willing to pay to workers. He also contends that unemployment
benefits provided by government actively reduce the incentive for workers to
accept or search for jobs, and thus, raise the wages they demand (Krugman 1994).
Similarly, Frank and Bernanke identify
“unemployment insurance” or government transfer payments as structural features
of the labor market that affect unemployment (2013). These scholars argue that
unemployment insurance helps unemployed citizens to maintain a decent standard
of living while searching for a job; availability of such aid may prolong the
average amount of time in which the typical unemployed worker is out of a job
or searching for a job, according to Frank and Bernanke (2013). In other words,
unemployment insurance in many countries may be too generous, and may also
“remove the incentive to actively seek work” (Frank and Bernanke 2013).
Economists frequently rely on the
relationship between the output gap between potential output and real output in
a country’s economy to evaluate the size of unemployment. This relationship can
be demonstrated by Okun’s Law which states that on average, each additional
percentage point in the unemployment rate above four percent is associated with
about a three percent determinant in real GNP (Izyumov and Vahaly 2003). Relating
to the developed countries, Izyumov and Vahaly state, “since Okun’s original
publication, the existence of a trade-off between unemployment and output in
mature market economies has been studied extensively and largely confirmed”
(2003). Though Izyumov and Vahaly conducted a study testing the validity of
Okun’s Law in transition economies, their cross-tabulation test provides
significant information about the unemployment rates in more mature economies
as they hypothesize that “as market reforms progress, a measureable link
between growth and unemployment should emerge” (2003).
Frank and Bernanke also identify
Okun’s Law in that it “relates cyclical unemployment and the output gap”
(2013). As previously mentioned, cyclical unemployment occurs due to recession
in the economy. In their book, Frank and Bernanke (2013) explain that a
recessionary gap may occur in the economy of a country if its actual output is
less than its potential output. Though Okun’s Law distinguishes between
cyclical and natural rates of unemployment, it is important to consider its
parameters when measuring overall unemployment rate as it provides crucial
information on whether an economy is in a recession or not. Evidently, negative
output gaps or recessions tend to increase overall unemployment rates due to
their effect on cyclical unemployment through Okun’s Law.
The abundance of research and
empirical analyses on the preceding plausible causes of unemployment render
them sufficient enough to consider as control variables when evaluating
unemployment rates and testing for further causes. In addition to the labor
market rigidities existing though welfare status and minimum wage laws, and the
output gap, more recent economist have begun to explore the possibility that
technological advancements could also play a role in increasing modern
unemployment rates. However, no statistically notable publication exists
demonstrating the direct relationship between technology and unemployment rates
in 21st century developed country. However, “the investigation of
whether or not the development of technology has become the enemy of employment
is a boundless topic” (Huang 2009).
In many cases, “a country’s ability
to develop and apply new, more productive technologies helps to determine its
productivity” (Frank and Bernanke 2013). Economists like Frank and Bernanke use
the 18th century example of increased transportation and
refrigerating technologies, which increased economic productivity in many areas
including that of American farmers (2013). Further, technology has allowed for
numerous developments in communication, medicine, and computer technology, which
have led to increased productivity (Frank and Bernanke 2013). Frank and
Bernanke (2013) also argue that, “most economists would probably agree that new
technologies are the single most important source of productivity improvement.”
Concurrently, in general, it would seem as though technology has played a major
role in economic advancement rather than hardship.
Belgian sociologist, Paye, agrees
that technology affects the economy positively and in fact, can help to improve
long-run employment (1995). His studies in the late 20th century
involve developed countries who are members of the Organization for Economic
Cooperation and Development (OECD), and he concludes that in most larger OECD
countries and various smaller ones, “long-run economic and employment
performance can be improved if there is a deeper involvement in technology
development” (Paye 1995). Paye furthers his argument by placing responsibility
on OECD countries to spread an understanding of the function of technology in
economic growth. However, he does mention the existence of possible costs of
technological change.
Also in the late 20th
century, various economists have surmised a relationship between such
technological change and unemployment rate. For example, Goldberg, Highfill and
McAsey (1998) contend, “high-tech investment maximizes output but at the
expense of unemployment of unskilled workers” or middle-class, average workers
in our case. Their research examines the tradeoff between higher technology and
more output in exchange for higher unemployment rates and lower technology and
less output in exchange for jobs, though it does not statistically
significantly prove such relationships. Their objective focuses on policy
solutions to this tradeoff, but for the purposes of this study, their
consideration of higher levels of technology as causes of job loss for average
workers contributes to the main idea that indeed, higher technological
advancement may cause unemployment.
Brand (2002) also recognizes the issue
of “technological unemployment” in his review of Amy Sue Bix’ book Inventing Ourselves Out of Jobs? America's
Debate over Technological Unemployment. He recognizes that “the
displacement of workers by advancing technology has been a concern of thinking
people since the beginning of the industrial revolution,” and further notes
that this concern has increased throughout the 19th century (Brand
2002). Ultimately, Brand acknowledges the possible existence of displaced
workers due to technological advancements.
Others, like American journalist
Lohr, do more than merely acknowledge technological unemployment, but address
it as an urgent issue. Lohr identifies two researchers at the Massachusetts
Institute of Technology who assert that although “a faltering economy explains
much of the job shortage in America,” advancements in technology have “sharply
magnified the effect” (2011). Lohr also investigates economists Erik
Brynjolfsson and Andrew P. McAfee and their book Race Against the Machine, which contends that citizens are losing
the race against the machines or technology (2011). He also cites W. Brian
Arthur, an external professor at the Santa Fe Institute, and his emphasis on
“job fallout from technology” (Lohr 2011). Lohr summarizes Arthur’s warning of
such fallout in which “technology is quickly taking over service jobs,
following the waves of automation of farm and factory work” (Lohr 2011).
Ultimately, such research depicting economists’ urgency to address the issue of
technological advancement increasing unemployment levels leads one to ponder
whether such a relationship is truly statistically significant.
Hypothesis
Many economists have pondered the
issue of technology affecting unemployment without providing statistical
evidence. It remains a controversial topic due to the efficiency and long-run
employment that technology has provided economies with in the past, and
possible negative impacts it may have had in the 21st century thus
far. By statistically testing whether a relationship between higher usage of
technology and unemployment rates in the 21st century exists, I hope
to draw nearer to a conclusion that contributes to settling the debate on this
topic. I also plan to conduct a study with more recent data than the late 20th
century, the time period where many economists researching this issue gathered
their data. After controlling for the variables that are widely accepted as causes
of unemployment, including a country’s welfare status and minimum wage laws
that construct the labor market, as well as the output gap to determine either
the recessionary or expansionary nature of a state, I hypothesize that
technological advancement will have a statistically significant relationship
with unemployment in which increased technology levels and usage result in
higher unemployment rates in developed countries (OECD countries). More
specifically, I hypothesize
1. There will be a statistically significant
positive relationship between the number of personal computers in a country and
the unemployment rate three years later in which higher numbers of personal
computers in countries will cause the unemployment rates in those countries to
increase.
2. There will be a statistically significant
positive relationship between the number of mobile cellular subscriptions in a
country and the unemployment rate three years later in which higher numbers of
mobile cellular subscriptions in countries will increase the unemployment rate
in those countries.
3.
There
will be a statistically significant positive relationship between a country’s
research and development expenditure and the unemployment rate three years
later where higher research and development expenditure will cause unemployment
rates to rise.
Research
Design
In order to test my hypotheses, I
will run a multiple regression test that will determine the relationship
between higher technology level and usage and the unemployment rates in twenty
different developed countries (n=20). To ensure that the data collected are
from developed states, I will focus on countries that are members of the
Organisation for Economic Co-operation and Development (OECD) who are considered
economically advanced. The factors that
determine higher technology level and usage—number of computers, number of
mobile cellular subscriptions, and research and development expenditure in each
country—will be taken from the OECD List of Key Indicators as well as the
United Nations Millennium Development Goals Indicators. To ensure legitimacy
while testing the relationship between technology and unemployment, I will
control for the following independent variables that are widely accepted as
causes of higher unemployment rates: real hourly minimum wage, welfare cash
benefits and in-kind benefits, and output gap. These control variables along
with the dependent variable of unemployment rate, will be taken from the OECD
List of Key Indicators. To account for lag time in the effect that technology
has on unemployment rates, all independent variable data will be measured from
the year 2000 until 2005, while the dependent variable data will be collected
from 2003 until 2008.
The regression model I will use will
be a linear multiple regression in the following form:
, where
represents the progression of years from
2000 to 2005,
represents the personal computers per 100
people from 2000 to 2005,
represents the mobile cellular subscriptions
per 100 people from 2000 to 2005,
represents the research and development
expenditure as a percentage of GDP from 2000 to 2005,
represents the real hourly minimum wage in
U.S. Dollars,
represents the welfare provided as cash
benefits and in-kind benefits as a percentage of GDP,
represents the output gap in a country as the
deviation of actual GDP from potential GDP as a percentage of potential GDP,
and
is
the predicted value of Y which represents the unemployment rate from 2003 to
2008.
To test the significance of the
relationship between the variables representing technology levels and the
unemployment rates, I will conduct a two-tailed test with a 95% significance
level and critical t-value at t = ±2.160. That is, any value
with a t-score that is greater than +2.160 or less than -2.160 will be
considered within the critical region, and thus, will be considered
statistically significant. In the multiple regression test, p = .05 represents
the significance level where a p-value less than p = .05 signifies a
statistically significant relationship, while a p-value greater than p = .05
denotes that a value is within the average region, and thus, is not
statistically significantly related to the dependent variable. Ultimately, this
test will provide me with the proper information to determine whether a
statistically significant relationship exists between higher technology
levels/usage and unemployment rates in developed countries.
Results
The data in the regression was
collected from 20 developed countries that are members of the OECD from years
2000 to 2005, including number of personal computers (per 100 people), number
of mobile cellular subscriptions (per 100 people), research and development expenditure
(% of GDP), real hourly minimum wage (U.S. Dollars), welfare benefits (% of
GDP), and output gap (real GDP deviation from potential GDP as % of potential
GDP). The unemployment rates in these countries from years 2003 to 2008 were
regressed on these explanatory variables.
The following regression equation
resulted: Unemployment Rate = 114 – 0.052 Year – 0.0528 Personal
Computers – 0.0267 Mobile Cellular Subscriptions – 0.468 R&D Expenditure +
0.0516 Real Hourly Minimum Wage + 0.463 Welfare Benefits – 0.334 Output Gap. In condensed numerical terms, the
equation takes this form:
with an
value of 32.3%.
According to this regression model,
year as an independent variable, number of mobile cellular subscriptions, research
and development expenditure, real hourly minimum wage, and welfare benefits did
not have a statistically significant effect on unemployment rates. The
progression of years did not have a statistically significant impact on
unemployment rate three years later with a p-value of p = 0.813 and a t-score
of t = -0.24. If the succession of years did have a statistically significant
relationship with unemployment rate, the coefficient for year in the multiple regression
equation (-0.052) shows that for every one additional year, the unemployment
rate three years later would decrease by 0.052 percentage points. Though I
controlled for year as an independent variable in the test, when tested in this
particular data set, it was not a statistically relevant control variable.
Though I had controlled for real
hourly minimum wage as a common cause of higher unemployment rates, this variable
failed to statistically significantly affect the unemployment rates with a
p-value of p = 0.556 and a t-score of t = +0.59. If minimum wage did have a
statistically significant relationship with unemployment, the real hourly
minimum wage coefficient in the multiple regression equation (0.0516) suggests
that for every one dollar increase in minimum wage, the unemployment rate three
years later would increase by 0.0516 percentage points. Therefore, if this
variable had been in the critical region, rather than statistically
insignificant, it would support my hypothesis, which assumes that higher minimum
wages have a positive relationship with higher unemployment rates. Since it is
not statistically significant, though, this control variable was irrelevant in
this particular test.
Likewise, although I controlled for
welfare benefits as a common cause of higher unemployment rates, this variable
failed to affect the unemployment rates in a statistically significant
relationship due to a p-value of p = 0.128 and a t-score of t = +1.53. If
welfare benefits did have a statistically significant impact on unemployment
rates, its coefficient in the multiple regression equation (0.463) denotes that
for every one percent increase in welfare benefits (% GDP), the unemployment
rate three years later would increase by 0.463 percentage points. Hence, if
this variable had been in the critical region, rather than statistically
insignificant, it would support my hypothesis, which assumes that the
percentage of GDP spent on welfare benefits has a positive relationship with
unemployment rates. This control variable was not relevant when tested in this
data set, though, since its t-score and p-value rendered it statistically
insignificant in impacting unemployment rates.
Similarly, with a p-value of p =
0.084 and a t-score of t = -1.74, the number of mobile cellular subscriptions
per 100 people did not statistically significantly impact the unemployment rate
three years later. Thus, I must reject hypothesis 2, which predicts a statistically
significant relationship between mobile cellular subscriptions and unemployment
rates. If mobile cellular subscriptions were statistically significant in this
test, the coefficient in the multiple regression equation (-0.0267) suggests
that for every one additional mobile cellular subscription, the unemployment
rate three years later would decrease by 0.0267 percentage points. Thus, even if
this variable held statistical significance, it would lead me to reject
hypothesis 2, which states that there will be a positive relationship between
the number of mobile subscriptions per 100 people and the unemployment rates;
there would actually be a negative relationship.
Research and development expenditure
also failed to have a statistically significant relationship with unemployment
rate due to a p-value of p = 0.477 and a t-score of t = -0.71. Concurrently, I
must reject hypothesis 3, which predicts that a statistically significant
relationship exists between research and development expenditure an unemployment
rates. If research and development expenditure did have a statistically
significant impact, its coefficient in the multiple regression equation
(-0.4678) denotes that for every one percent increase in research and
development expenditure, unemployment rate would decrease by .468 percentage
points. Again, even if this variable held statistical significance, it would
lead me to reject hypothesis 3, which states that there will be a positive
relationship between research and development expenditure and unemployment
rates; there would actually be a negative relationship between the two
variables.
Oppositely, the output gap in the
economy, measured as a deviation of real GDP from potential GDP and a percent
of potential GDP, did have a statistically significant impact on unemployment
rates three years later with a p-value of p = 0.002 and a t-score of t = -3.12.
The output gap coefficient in the multiple regression equation (-0.334) shows
that for every one percent increase in output gap, there is a decrease of 0.334
percentage points in the unemployment rate three years later. This control
variable does support my hypothesis, which assumes that larger positive output
gaps cause lower unemployment rates through a negative relationship. This
relationship makes sense due to the idea that higher positive output gaps cause
an expansion in the economy when employment resources are applied in full or
overextended. Thus, output gap is a relevant control variable, with a critical
p-value and t-score, and must be accounted for as a control variable when
testing for the relationship between technology and unemployment rates.
Finally, the regression results show
that the number of personal computers per 100 people did have a statistically
significant affect on unemployment rate three years later by a p-value of p =
0.002 and a t-score of t = -3.12. Its coefficient in the multiple regression
equation (-0.0528) indicates that for every one additional personal computer, the
unemployment rate three years later decreases by 0.0528 percentage points. This
relationship leads me to reject hypothesis 1, which states that there will be a
statistically significant positive relationship between the number of personal
computers and unemployment rate three years after. Oppositely, the negative
coefficient in the regression equation denotes a negative relationship in which
the unemployment rate decreases as the number of personal computers increase. Though
I was correct in hypothesizing a statistically significant relationship, higher
amounts of personal computers affected unemployment rate differently than I
expected.
In sum, the results of the multiple
regression show that three out of four control variables in this test failed to
have a statistically significant impact on unemployment rates. Though a larger
output gap seems to decreases unemployment rate as expected, hourly minimum
wage, welfare benefits, and succession of years did not statistically
significantly impact unemployment rates. With this particular data set, these
control variables appear irrelevant; however, in a data set with a larger
sample size of developed countries or a different selection of control
variables, these three may become more statistically significant when examining
unemployment rates. Also, it is important to consider the possibility that
other variables exist that impact unemployment rates. In this particular
regression, I chose to control for the three variables that I perceived as most
important; with further research, I may have found other crucial factors in
determining unemployment in developed countries.
Ultimately, though, the focus of
this multiple regression test is to determine whether technology advancement
and utilization—represented by personal computers, mobile cellular
subscriptions, and research and development expenditures—has a statistically
significant affect on unemployment rates in developed countries in the 21st
century. Only one out of these three variables, personal computers, tested
statistically significant, leading me to reject hypothesis 2 and hypothesis 3
immediately. Further, since the test results indicate that the statistically
significant relationship between personal computers and unemployment rate is
negative rather than positive, I must also reject hypothesis 1. Thus, I can tentatively
conclude that technology advancement and usage by way of personal computers
will decrease unemployment rates in developed countries in the 21st
century. I can also conclude tentatively that in general, certain aspects of
technology like mobile cellular subscriptions and research and development
expenditure do not have a statistically significant relationship with
unemployment rates and overall, higher levels of technology do not cause unemployment
rates to rise in 21st century developed countries.
Clearly, my hypotheses and multiple
regression test did leave room for some error. For example, the particular year-span
in which the data were collected may have skewed the results; I collected data
where each independent variable in each year from 2000 to 2005 was tested for
its impact on unemployment rate exactly three years later. Although it is
logical to conclude that any factor affecting unemployment will lag in its
impact on unemployment rates, I retained no evidence to support that a three-year
lag-time is sufficient. If this lag time were longer or shorter, the regression
results may have turned out differently. Thus, I can only tentatively reject my
hypotheses and accept the results with a three-year lag time for the time
being. A follow-up research study may focus more on studying the particular
amount of time it takes for particular variables to have a significant impact
on unemployment rates.
Furthermore, technological
advancement and usage in developed countries depends on many different factors
beyond number of personal computers, mobile cellular subscription, and research
and development expenditure. Though these three components do measure different
aspects of technology in developed countries, many more technological components
exist that are much too wide-ranged for one to collect data on. In a follow-up
research study, if I were to test for additional sources of technology usage
and advancement such as software programs used in businesses, the regression
results may have been slightly more accurate. In another study it may be
beneficial to attempt to measure the correlation between number of workers
laid-off with the number of machines and computers within businesses or
factories in developed countries. Though this information may be difficult to
locate, it would greatly enhance the legitimacy of a study seeking to explain
unemployment rates in terms of technology. Until further variables and their
correlations are tested, I must tentatively reject my hypotheses.
Significance
The multiple regression results suggest
that technology is not a leading cause of higher unemployment rates for
developed countries in the beginning of the 21st century. In terms
of this research study, only computers statistically significantly impact
unemployment rates, where higher numbers of personal computers per 100 people
causes lower unemployment rates overall. This relationship reflects the
theories of economists like Paye (1995) and Frank and Bernanke (2013) who
attribute higher productivity and employment to higher levels of technology. Though
the findings do not support the suspected idea that 21st century
developed countries suffer from technological unemployment, they do provide
some assistance in closing the controversial gap over technology’s affect on
unemployment. Through this study, one will recognize that computers, common
pieces of technology, hold a statistically significant negative relationship
with unemployment rates. If it were acceptable to consider computers alone as a
representation of technology advancement, this study would support the view
that technology actually increases employment rates, not unemployment rates.
However, the regression also demonstrates
that it is not only important to control for non-technology causes of higher
unemployment like output gaps, which have a statistically significant
relationship with unemployment rates, but also to consider the numerous
different pieces of equipment that are considered advancements in technology. In
addition to applying computers, mobile cellular subscriptions, and research and
development expenditure as representatives of technology, researchers must also
consider technological components like updated software, tablets, Internet
usage, etc. Ultimately, though, the number of technological constituents is
much too large, and it would be exceedingly difficult to pinpoint the data for
each component. Data collection on this topic is quite difficult, as the
definition of technology has become increasingly ambiguous, even for developed
countries where new pieces of technology originate every day.
As previously mentioned in the
results, errors in the study may exist due to lack of sufficient matching of
years by incorrect lag-time. Thus, this study suggests that research on
lag-time for each independent variable’s effect on unemployment rate must be
paid closer attention. Also regarding years, all data for this multiple
regression was gathered between years 2000 and 2008 to represent the 21st
century thus far. However, most urgent concerns regarding technological
unemployment in developed countries have arisen in the last three years (Condon
and Wiseman in 2013 and Paye in 2011) and tend to allude to the future. This
suggests that technology-caused unemployment may become more relevant in the future
of the 21st century rather than its initial eight years. Therefore,
this study may be more relevant if conducted after the next decade of the 21st
century. If data is collected in the future, between years 2010 and 2020, one
may find results more supportive of a positive relationship between technology
advancement and unemployment rates than this particular study. Despite the
unpredicted findings from this multiple regression analysis, its results and
error still provide incentive for researchers to continue studying this issue
in the future.
Ultimately, since the regression
results indicate that personal computers have a statistically significant
impact on unemployment rates, components of technology, such as computers, cannot
be ignored when measuring unemployment rates in developed countries. If nothing
else was gained from this study, one’s understanding of technology’s role in
the economy is certainly deepened. This research study provides the basic
framework for economists in the future who look to measure technology’s effect
on unemployment and the overall economy. Any follow-up tests will be enhanced
by first, noting the results and possible errors in this particular study and
then, researching more thoroughly to correct its inaccuracies. After the Great
Recession of 2008, developed countries will continue to look for ways to mend
their economies, and thus, must take into account causes of higher unemployment.
As a more direct result from this particular test, developed countries may
consider working to increase the number of personal computers utilized, since
greater amounts of personal computers seem to have been correlated with lower
unemployment rates in the 21st century so far. Though developed
economies are composed of an abundance of factors, making recovery a
complicated, multidimensional task in the 21st century, this
research study provides a small piece to the puzzle of economic understanding and
improvement through controlling unemployment rates.
Scatterplot
Graphs with Regressions for Statistically Significant Variables


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