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Due to a huge population influx for an already large state. Absolute numbers are generally a bad way to measure.

Most of those are from non-US migration as well (as the article indicates)

http://www.cbpp.org/cms/?fa=view&id=3739



If it's true that the majority of other states lost jobs (as the parent comment claims), then Texas would have also created more jobs per capita than most other states (since a positive number, no matter how small, is greater than any negative number).


> ... since a positive number, no matter how small, is greater than any negative number ...

Strictly speaking, not "greater", which is an absolute measure, but more positive. -1 is absolutely greater than +1/2, but +1/2 is more positive than -1. Magnitudes don't have signs.


That seems an odd definition of "greater"; why do you say it's an absolute measure?

I'm no mathematician, but at least Mathematica disagrees with you (Greater[-1,1/2] returns False).


Consider a polar vector, which possesses a magnitude and one or more angles. For such a vector, the magnitude is always positive, on the basis that it is defined this way when shaped from Cartesian elements:

m = sqrt(x^2 + y^2 + z^2 ...)

In this convention, for any given value of m, the signs of the individual components are lost in the conversion, which means when discussing magnitude, only the absolute value of m matters.

But, because Mathematica has a "Greater[]" function, and because that function simultaneously uses the word I chose and pays attention to scalar signs, I must be wrong about this.

> That seems an odd definition of "greater" ...

I respect the people behind Mathematica, so I have to agree -- it's not what I thought. I should have qualified what I said more carefully.




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