Well, that at least is true. It isn't luck. It isn't anything. Worker wages have kept up with inflation.
LOL - if you look at your link, it is clear that median wages did not keep up with inflation during most of the time period between 1979 and 2021. I count about 10 years where the real wage was at least the minimum wage of 1979.
Is this one of those "Ten equals seventeen for sufficiently large values of ten" situations?…..
No, it is basic reasoning. Whether or not wages “keep up with inflation” depends on what one means by “keep up” and the time frame. Clearly wages do not keep up annually - not even close (according to your linked graph). The long run trend is not helpful to workers who also live in the short run - losing ground 75% of the time typically a reduced standard of living during those periods.
Good god, man! Don't just knee-jerk double down! Read the response, think about it for two tenths of a second, and then go back to the link, count the years again, and stop peddling disinformation! The workers did not lose ground 75% of the time, because the number of years where the real wage was at least the wage of 1979* was not ten. You miscounted. It was seventeen.
So it was "even close". 17 is almost half of 42; 21 - 17 = 4 < sqrt(42). I.e., the discrepancy is well within the expected noise level. I.e., dice could perfectly well make a curve shaped like that. You can't expect a process with random effects to come out exactly 50-50. There's no indication that workers systematically lose ground more of the time than they gain ground.
(* You wrote "at least the minimum wage of 1979"; I take it you meant the
median wage, from the chart. In 1979 the minimum wage was about $11/hr adjusting for inflation; the figures in the chart are all higher than that.)
Bomb#20 said:
As to the "real wages should rise at least at the rate of productivity increase" view, what do you mean by "productivity" and how would you go about measuring it?
Productivity is usually output per unit of input.
Bingo. There's no such thing as just plain "productivity"; there's a separate productivity figure for each different input.
If one looks at hourly wages or labor compensation, output per hour for a firm or real gdp per hour is a ball park figure. Ideally, parsing out the output due solely to the input is the best measure, but that is difficult to do.
Bingo. The relevant figure is the partial derivative of production with respect to the quantity of some particular input; but partial derivatives are difficult to measure. So people engaging in this sort of rhetoric typically use total output per hour of labor
as a proxy for productivity. But it should be painfully obvious that adopting this computational procedure amounts to
giving labor 100% of the credit for production. I.e., it's just another way to repeat the Labor Theory of Value's metaphysical premise that the source of all value is labor. A partisan can pick any input he pleases, declare it solely responsible for production, and thereby "prove" the providers of that input are exploited.