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Today I want to objectively eviscerate the long-standing myth that the Australian housing market is in the throes of an unsustainable bubble using two very simple charts, which you are unlikely to have seen before.

That jump in disposable household income during 2007 had me puzzled. I don't remember getting a particularly massive pay rise. Shares were up I suppose? Is Joye right? Is housing more affordable now than ever?
Anyway I had a look at the ABS HOUSEHOLD INCOME AND INCOME DISTRIBUTION report again. I know this stuff has probably been covered somewhere else on the forum but it's Joye. He keeps repeating this disposable household income argument so it's timely to revisit.
The figures for average household disposable income come with a few caveats. The most interesting one:
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estimates for previous cycles due to the improvements made to measuring income
introduced in the 2007–08 cycle. Estimates for 2003–04 and 2005–06 have been
recompiled to reflect the new treatments of income, however not all new components
introduced in 2007–08 are available for earlier cycles
No mention of this is made by Joye. He just joins the dots. Is this the correct way to deal with this data?
Leaving this aside the report includes imputed rent figures which add $57 dollars to the average household income which is interesting. Table 18 is a cracker.
The summary puts the mean at around 15% higher than the median household disposable income. $715 (median) vs $848 (mean)
So the mean is skewed significantly toward the higher end.
The summary has some interesting figures too.
http://www.abs.gov.a...dElemFormat=gif
So I guess my point is that the figures use the most optimistic spin possible of the data and fail to mention the caveats. Not exactly the most professional analysis I've read. And that's just on the income side.
BTW In case you were in any doubt the rich are getting richer. The top 10 per cent vs the bottom 10% ratio is rising. But this too may be bullsh*t due to the caveat (a) above.
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94/95 3.78
95/96 3.74
96/97 3.66
98/99 3.77
99/00 3.89
00/01 3.97
02/03 4.00
03/04 3.87
05/06 4.05
07/08 4.35
09/10 4.21

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