Using Thresholds to Track United States Inflation
Inflation is an oft-debated topic which many experts claim is a necessary part of a growing economy. At its core, inflation is a measure of the change in the cost of goods and services. High-inflation economies see steep and sometimes untenable increases in their cost of living and money supply without corresponding growth in gross domestic product (GDP) and wages. Prolonged or unmanageable inflation sometimes results in a trend known as hyperinflation, whereby the money supply is increased to such a degree that the use of the country's currency becomes impractical due to the outrageous costs associated with even simple, everyday purchases. The wholesale price index (WPI), which is a measure of the cost of a representative basket of wholesale goods in a particular economic system, for Germany's Weimar Republic is shown in the years after German defeat in World War I.
The hyperinflation documented during 1920s Germany created the economic desperation which resulted in the 1929-1930 German Great Depression that many historians credit as being among the main reasons for the meteoric rise of Hitler's National Socialist Party, who had won just 2.6% of the vote in 1928 but went on to become Germany's second-largest political party within 5 years.
Conversely, too little inflation has been known to create what John Maynard Keynes referred to as the Paradox of Thrift whereby consumers refuse to consistently purchase new goods, instead opting to wait until the price inevitably decreases due to low or negative inflation. This phenomenon has been known to exacerbate economies already mired in recession as consumers stop spending, so businesses are unable to produce goods or afford employee salaries, so more people are laid off and begin to spend even less. This vicious cycle is personified by the struggling Japanese economy of the early 2000s as they recovered from the Lost Decade, marked by a speculative asset bubble of Japanese land and goods which was brought to a head with the Japanese stock market crash in 1989. Japanese markets took nearly two decades to fully recover.
Naturally, the ideal level of inflation is somewhere between these two extremes; high enough to encourage growth and consumption but low enough to keep the cost of living manageable. As the Fed has announced plans to raise the interest rate as many as three time in 2018, with a target inflation of 2%, the current generation of economic policy makers certainly have their work cut out for them as United States public debt continues to exceed $20 trillion.
The chart above tracks inflation for the United States for a two-decade period beginning in 2000 and uses
threshold settings to highlight periods outside of the user-defined range as well as to overlay percentile statistics.
alert-expression specifies a range of observed inflation of 0.5 to 4.0 percent. Values outside of this range are filled with red and blue colors respectively.
threshold sections calculate and display top and bottom deciles for the most recent 10-year period.
Currently, the Federal Reserve's stated target inflation level is around 2%. Fed Chairman Jerome Powell has claimed that online-only retailers like Amazon and others have contributed to keeping inflation levels down because of their ability to completely streamline their business models. Not exactly a criticism, but certainly not the kind of glowing praise Jeff Bezos et al are used to receiving from Obama-era policy makers.
This section of the article discusses the underlying settings used for the chart above. For introductory information on using Trends, see this guide.
The configuration for the above chart is shown here:
[configuration] import fred = fred.js timespan = 20 year entity = fred.stlouisfed.org offset-left = 50 offset-right = 50 offset-top = 50 height-units = 2 width-units = 1 format = fixed(3) [group] [widget] type = chart title = US Inflation [series] metric = cpieall axis = right display = false alias = s-1 [series] mode = column label-format = Annual Change, % value = fred.PercentChangeFromYearAgo('s-1') color = yellowgreen alert-expression = value alert-style = if (alert > 4) return 'color: red' alert-style = if (alert < 0.5) return 'color: steelblue' alias = s-2 [threshold] value = percentile(90, 's-2', '10 year') label = 10 year - 90% percentile color = Salmon pointer-position = left alias = t-1 [threshold] value = percentile(10, 's-2', '10 year') label = 10 year - 10% percentile color = DeepSkyBlue pointer-position = left alias = t-2 [threshold] value = 2.00 label = Fed Target Inflation color = black pointer-position = left alias = t-3
There are five series in this configuration, defined by their
s-1: United States Experimental CPI value for all items, sourced from the United States Federal Reserve FRED API. This series has a
display = falseexpression so that it will not be shown in the final version of the visualization but may still be used for deriving a new series. When displayed, the series will be placed on the right axis using a dual-axis setting, which is helpful when visualizing series with dramatically different orders of magnitude.
s-2: A derived series which uses a collection of functions implemented in the
fred.jslibrary to calculate percent change from a year ago. This is a set of user-defined functions and must be imported using the
Mathfunctions, which are supported in Trends charts. An
alert-expressionis defined for this series. Wherever the condition is satisfied, the bar corresponding to the date of the alert is modified with
alert-style, in this case, a specific color.
t-1: The upper-limit threshold is defined with a
value = percentile(90, 's-2', '10 year'), where the first argument is the desired percentile, the second argument is the series from which the value should be calculated, and the third is the time period for applying the statistic.
t-2: The lower-limit threshold is defined similarly to t-1 except the percentile is specified as 10%.
t-3: The Fed's target inflation level is defined similarly to t-1 and t-2
Complete Charts documentation may be found here.