In the simplest answer I can provide. Relative to what/when/where? If the income quintiles are increasing in size then people can be rising relative to each other without leaving their respective quintile brackets compared to previous generations.
Relative to the other fourth fifths of the population. That's all that's being measured with quintiles. The relative
ranking doesn't change with the size of the income bracket.
I'm still waiting for an example of someone supposedly using the quintiles to make an argument about absolute wealth, or any argument which the increase in quintile size makes invalid.
When a quintile is $30k wide, a $40k change between parents/children = a new income quintile while a $20k increase doesn't. When the quintile is $50k wide, that $40k change means the same quintile, the same as the $20k increase. So, which measure tells you something? Do you say that the $40k increase today isn't real social mobility, even though it was social mobility for your parents? Are we now saying that a $20k change is the same as a $40k increase just because your income quintile is no longer increasing?
In real world terms, how does that make sense? Just because you're not leaving your quintile doesn't mean that you're not experiencing real growth in terms of your economic mobility and social mobility.
Like I keep saying, absolute and relative mobility are different measurements. No one is saying current generations aren't, for the most part, materially better off. You keep bringing up absolute mobility as if it counters the validity of points made about relative mobility. It's the same old argument that economic growth (ie absolute mobility) is more important than (relative) social mobility.
They are looking at different things. One is primarily about overall living standards and economic growth, the other more about opportunity, political enfranchisement, meritocracy and the other values underlying Liberal Democracy.
To flesh out this absurdity. What if we simply used income medians to measure mobility? If you don't move from the bottom half to the top half you're not experiencing mobility? So moving from the 49th percentile to the 51th percentile is mobility but moving from the 20th to 39th isn't. The whole thing is misleading and becomes more so the further apart the 2 economies being measured are in space and time.
Well obviously a binary image hasn't got the resolution to portray very much information, but it doesn't matter when you are looking at the overall level of mobility.
Unless there's some freakish legal or social artifact that prevents movement across the median, there's no reason to think that a decrease in movement from the top to the bottom isn't matched by a similar decrease across the entire range.
Decreasing relative mobility.
You keep talking about social mobility when I'm discussing economic mobility. They are separate things. One can provide clues as to the other but it's not an exclusive relationship. Social mobility can be achieved through a variety of means beyond intergenerational economic increases.
I guess I'll pose a different question here: What are the specific social strata and are they delineated by income or by income quintile? For clarification: What social class is defined as the bottom 20%? Why is it's defined by $24,700 instead of $25k or $23k? What's the social strata of the next 20%? so forth and so on.
Sure, that would make sense if the quintiles were equal in size across time or nations. Smaller brackets would simply provide greater resolution. But when the brackets are constantly changing in size it means that what would constitute mobility this year wouldn't constitute mobility next year.
Or to put it another way: What's your control for economic mobility across nations or time? If we're making relative comparisons, we need a static baseline before the relative comparisons can start to mean anything.
You say you are talking about economic mobility, but you are criticising the use of quintiles. The point is that nobody uses these quintile mobility measurements when trying to make points about absolute mobility or economic growth. You're criticising them for an argument which no-one has made.
The selection of quintiles is arbitrary. The social class referred to is defined purely as relative income. The comparisons are simply how much movement there is in relative positions overall.
As per the example I gave in my previous post, this specific measurement doesn't say anything about the overall wealth, economic growth or standard of living (aside from equality of opportunity) within a society.
Of course social status is relative but, no, moving from lowest income to highest income doesn't represent social opportunity unless you're only discussing moving from lowest to highest.
And everything in between. The point was that more movement across the entire spectrum relates to more social opportunity. Are you arguing that there would be less movement across the arbitrary 20% measurement points, but somehow still more improvement in relative mobility within each quintile?
Seems like a ridiculous argument to make...
In between lowest and highest, what are these social strata you keep referencing? Maybe in some other country what you're talking about might make sense. But here the children of doctors go to the same schools and play on the same teams as the children of plumbers. They go to the same colleges. The parents can drive the same cars.
Social mobility in this country is far different from simply economic mobility. Our professional athletes make incredible economic strides while maintaining the same social status in many cases.
You're applying an old world mentality where the merchant class never interacts with the peasants or the nobility because social status is a somewhat fixed concept that you either buy your way out of or marry your way out of.
I didn't mention social strata or classes. In fact I specifically said the divisions are arbitrary.
It's simply a fact that income is the most empirical measurement of social status. Especially when focusing on political representation, health, education and employment opportunities.
Cliff notes:
1) Relativity still requires a baseline. Changing quintile sizes means there is no baseline.
No it doesn't, or not of income, because it's a ranking, not an quantitative measurement.
2) Social mobility and economic mobility are not the same thing.
That depends on how you define it, and income is the most common empirical measure.
3) Social status in this country isn't tied to income to the same extent as in other (old world) nations.
Regardless, if you call it relative income ranking, the implications are the same.