Wiðercora wrote:Testify, j.mills.
Er. Is that good?

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HAJiME wrote:I recon the UK like overall has a higher cost of living than the US overall by a considerable amount because of our insane population density and the demands.
HAJiME wrote:Thanks for that. It's interesting when you see it broken down. Even if the margin is smaller than expected, is it $1.50 an hour difference?
I wouldn't have thought New York varied that much from London, but I think if you compared middle size US cities to middle-size UK cities you'd see a gigantic gap. If that makes any sense? I recon the UK like overall has a higher cost of living than the US overall by a considerable amount because of our insane population density and the demands.
NineOneFour wrote:Can you explain how income is infinitely recursive? I'd love to hear this.
Income inequality is one of the most morally pressing and deeply intractable problems in economics. It is also, apparently fractal, as New York University economist William Easterly explains:
my_wan wrote:NineOneFour wrote:Can you explain how income is infinitely recursive? I'd love to hear this.
Only idealized fractals are infinitely recursive. Essentially all real world fractals are only fractals over a finite range of scales. Such as this broccoli:
Snowflakes and any number of well know fractal are only fractal only over a finite scale range.
Now the only real objection to a fractal description of income distribution is if the Hausdorff and topological dimensions are the same. Rather than try to argue this, would referring to authority be sufficient?
http://blogs.forbes.com/michaelnoer/2010/09/10/mapping-income-inequality/Income inequality is one of the most morally pressing and deeply intractable problems in economics. It is also, apparently fractal, as New York University economist William Easterly explains:
http://aidwatchers.com/2010/09/beautiful-fractals-and-ugly-inequality/
When you order income from bottom to top, this well ordering is a structure imposed on it. Take the well known fractal defined by Brownian motion (Wiener process), with a Hausdorf dimension of 1/2. Now suppose instead of looking at the variation over time, you simply ordered the variations from smallest to largest. This is basically what is done when we order incomes and wealth from smallest to largest, and compare the relative small numbers of large variations (high incomes) to the relatively large number of smaller variations (low incomes). This ordering process produces a curve like an income curve from Brownian motion. The same pattern comes up when you compare the incomes of geographical regions, rather than individual incomes.
Income distribution is indeed a fractal.
thaesofereode wrote:http://www.amazon.com/Nickel-Dimed-Not-Getting-America/dp/0805088385/ref=sr_1_1?s=books&ie=UTF8&qid=1291523084&sr=1-1&tag=rationskepti-20&tag=rationskepti-20
An interesting book I read on this topic a while back.
NineOneFour wrote:I'm sorry, that's quite silly. There is no comparison to be drawn between income inequality in Manhattan where $14000 is considered a low income and in Mongolia. All that's saying is that all places have some degree of income inequality. Well, no shit. No place has perfect income inequality, and that's a good thing (I don't argue for perfection).
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC1688706/ wrote:The most common error involves ignoring the fact that ideal, i.e. infinitely nested, fractal structures exhibit self-similarity over any range of scales. Unlike ideal fractals, real-world structures exhibit self-similarity only over a finite range of scales.
NineOneFour wrote:It also does NOTHING to address any policy solutions. It's a great thesis or dissertation, but unless I've missed something, I can't see how it's relevant to the real world, nor this discussion, nor in fact any discussion on income inequality other than being an interesting aside.
j.mills wrote:HAJiME wrote:I recon the UK like overall has a higher cost of living than the US overall by a considerable amount because of our insane population density and the demands.
"The demands"? And what "insane population density"? We rank 51 in the world. India's at 32 - do they have a "higher cost of living"? Not clear why you think density should increase cost of living anyway: travel costs, for instance, ought to be smaller, and more job opportunities within reach.
Nonetheless, my impression is that the US is cheaper - because of lower taxation? Notably, petrol is under $3 per gallon in the US; in the UK, it's around £1.20 per litre, or $8.40 per gallon if my sums are right. A portion of fries in the US could feed the whole of Manchester for a month. There may be a cultural factor to this: the never-ending cup of coffee is alien to the UK.
HAJiME wrote:There are other things effecting our high cost of living, but a heavy population on top adds to it was kinda what I meant?
my_wan wrote:NineOneFour wrote:I'm sorry, that's quite silly. There is no comparison to be drawn between income inequality in Manhattan where $14000 is considered a low income and in Mongolia. All that's saying is that all places have some degree of income inequality. Well, no shit. No place has perfect income inequality, and that's a good thing (I don't argue for perfection).
This implies you are still denying that income distribution is a fractal, yet due to what you say below, I'm not sure. I'm not sure how mentioning Manhattan and Mongolia is any different from mentioning two different individual jumps in motion Brownian motion and saying those two motions have nothing to do with fractals. The signature curve, when you order Brownian motion linearly, looks like an income distribution. Two features are needed to define a fractal.
1) Self similarity with scale changes, which basically has 3 types of self similarity.
2) The Hausdorff dimensions and topological dimensions differ.
The 3 forms of self similarity in decreasing levels is:
A) Exact self-similarity
B) Quasi-self-similarity
C) Statistical self-similarity
When you compare the top 10% of the top 10%, it has the same general unequal distribution as the top 10% of all wealth to the whole. Same thing comparing the top 10% of the top 10% of the top 10% to the top 10% of the top 10%. Same thing if you do the top 5%, or top 20%, or etc. Same thing if you look at the income distribution of nations, states, or counties, instead of people.
For a sample consider in the US:
The top 20% own: 85% of the all wealth.
The top 10% own: 86% of the wealth owned by the top 20%.
The top 5% own: 85% of the wealth owned by the top 10%.
The self similarity repeats at effectively every scale, within the total income range.
Here is a paper dealing with corrections to fractal dimensions when self-similarity only applies over a finite range of scales, called a finite scale- corrected dimension:
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC1688706/http://www.ncbi.nlm.nih.gov/pmc/articles/PMC1688706/ wrote:The most common error involves ignoring the fact that ideal, i.e. infinitely nested, fractal structures exhibit self-similarity over any range of scales. Unlike ideal fractals, real-world structures exhibit self-similarity only over a finite range of scales.NineOneFour wrote:It also does NOTHING to address any policy solutions. It's a great thesis or dissertation, but unless I've missed something, I can't see how it's relevant to the real world, nor this discussion, nor in fact any discussion on income inequality other than being an interesting aside.
Here you moved from a claim that income distribution wasn't a fractal, to the claim that it has no policy implications. Yet it does, just as fractal engineering have helped fluid control applications, signal and image compression, soil mechanics, etc., etc. Ever heard of econophysics?
One of the easiest policy effects to describe is the idea of trying to draw a line in income. People above line line pay, which is then received by the people below this line. This policy, given a fractal structure, means that some people below this line must end up with more money than some people below this line. This does not mean it can't be done, with a minimum of, or insignificant degree of, income distribution inversion, but any naive line drawn in the sand isn't as meaningful as is often assumed.
Also, if you take money from the top incomes, not meant to be redistributed but used to pay government overhead and such, then the price variations will redistribute to take some part of that money back from the poor in the form of a cost of living increase. The policy must be geared to wage pressures, so the incomes of employees increase more freely. This is because profitability of even individual companies fluctuates on the short and long term, like a stock market graph, and if employee incomes eat too deep in the positive fluctuation, either the price index must increase, or the wages limited. Tax at the top is a part what what cuts into the profitability of those variations in profitability. So saying you didn't pay tax X, because your employee payed them, is an illusion. Why would it be any more or less expensive for the employer to pay that same money in wages, rather than taxes. It's the same employer cost either way. That creates an incentive for government to want the income to go disproportionately to high income people, because high income people pay a higher percentage of that income in taxes.
NineOneFour wrote:
I'm sorry, this is complete madness.
I'm not going to spend a bunch of time convincing you why, but suffice to say, even if incomes WERE fractal, they are different per year, per country, etc. So one can change what percentages go to which income level. Furthermore, taxation can definitely impact income levels.
my_wan wrote:NineOneFour wrote:
I'm sorry, this is complete madness.
I'm not going to spend a bunch of time convincing you why, but suffice to say, even if incomes WERE fractal, they are different per year, per country, etc. So one can change what percentages go to which income level. Furthermore, taxation can definitely impact income levels.
Yes they are different, fractals are the result of differences that only look like the same differences when the scale is changed.
And yes, I agree that taxation can impact the income levels, whether it actually helps the poor or not. Nor am I saying that taxation can't go to help the poor. Certain types of government entities and safeguards, beyond imposing business rules, are even absolutely necessary. The fractal structure does have an impact on which policies, tax structures, etc., may be the most useful and efficient, and least destructive in getting the wealth distribution shifted downward though.
Some countries do better than others, and I would like to be able to figure out how to maximize those lowest level incomes even more than what the best countries have accomplished, without too much cost the overall productivity and economic growth. Your general political and economic views are well within what I find respectable and helpful. I just think we need to understand the problem even better.
CdesignProponentsist wrote:I agree however I believe in a minimum wage from preventing companies taking advantage of upturns in unemployment. There should always be a standard to work from.
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