Does a long expansion take years to deliver wage gains?
Core argument: Had the expansion that began in 2009 ended in 2014, real wages at the median and the 20th percentile would have been below their 2007 levels, as labor market slack held back wage growth.
The recovery from the Great Recession was marked by a slow and steady expansion, with significant labor market slack initially holding back wage growth, particularly for lower-income workers. Had the 2009 expansion ended in 2014, real wages at the median and 20th percentile would have been below 2007 levels. It took over 9 years for unemployment to fall to the CBO's natural rate, with the economy adding jobs for 113 consecutive months starting in October 2010. Real wage growth began to accumulate late in the expansion, with median wages rising from 2012 and bottom quintile wages from 2015. The length of the expansion was crucial in tightening labor markets, eventually leading to wage gains across the income distribution. Despite these gains, productivity growth remained notably slower compared to previous cycles, impacting overall living standards and wage growth.






Ed Comment:“Presumably the discount rate is 0.9% not 9% which would be highly unusual for a global warming study. The graph seem to show the future in the future (not discounted to the present). So it’s not clear from the summary what they are discounting. I don’t take much from this other than the negative consequences of warming seem further off than I expected. Again, solving a problem 100 years from now using today’s technology seem highly uncertain to produce any result. 100 years ago, had we tried to solve global warming caused by today’s prosperity, using horses what could we have possible done? Wouldn’t the optimal answer (by far) have been wait and solve it later? They say we are 6% below what we would have been, but how much more prosperous are we then vs now? A lot more I presume. Do they estimate the expected effect on America — both the growth and the lose? x 94% is 4 times richer 100 years from now than today at 1.5% per year growth rate. What growth rate do they assume for the US and the world?”
Note their time horizon is so far off I’m not sure it’s that helpful, “….With the quantified model in hand, we can simulate the economy forward over several centuries and evaluate the economic consequences of global warming. This phenomenon is expected to have heterogeneous effects over space, where the hottest regions in South America, Africa, India and Australia experience welfare losses of 15% and the coldest regions in Alaska, Northern Canada, and Siberia undergo welfare gains as high as 14%. On average, the world is expected to lose 6% in terms of welfare, although the exact number depends on the yearly discount factor.3 By 2200, the average loss in welfare is 10% and in output larger than 4%, although the uncertainty inherited from our estimated damage functions implies that the 95% confidence intervals include loses as high as 20% and 12%, respectively. The large uncertainty in average outcomes, however, does not translate into significant uncertainty on the spatial distribution of losses. The relative distribution of loses is very similar in our baseline case compared to the worst or the best-case scenarios (as measured by the 95% confidence intervals of our damage functions). When we decompose the losses coming from the effect of global warming on amenities or productivity we find that about half of the average effects come from the impact of temperature rise on productivity. Effects on amenities are particularly important for loses in Africa and gains at the most northern latitudes; while losses in productivity affect almost all regions to the south of the 30◦ latitude….”
Steve Comment: “Sorry fat fingered that, yes their discount rate is.9%, not 9%. They have a global growth rate (BGP or Balanced Growth Path) converging on slightly above ~3% a year. They don’t give estimates for the United States itself. “….To evaluate the welfare consequences of global warming, we compute the present discounted value (PDV) of local utility that is not idiosyncratic, namely, P∞ t=0 β tut(r). We also present results for the discounted value of real income, P∞ t=0 β tyt(r). We use a value of the discount factor of β = 0.965. 35Our choice of the discount factor is restricted by a real output growth rate that is slightly larger than 3% per year.Clearly, to do proper comparisons we need a discount factor for which present discounted values remain finite in all exercises…””
Steve Comment: “Sorry fat fingered that, yes their discount rate is.9%, not 9%. They have a global growth rate (BGP or Balanced Growth Path) converging on slightly above ~3% a year. They don’t give estimates for the United States itself. “….To evaluate the welfare consequences of global warming, we compute the present discounted value (PDV) of local utility that is not idiosyncratic, namely, P∞ t=0 β tut(r). We also present results for the discounted value of real income, P∞ t=0 β tyt(r). We use a value of the discount factor of β = 0.965. 35Our choice of the discount factor is restricted by a real output growth rate that is slightly larger than 3% per year.Clearly, to do proper comparisons we need a discount factor for which present discounted values remain finite in all exercises…””