agnostic wrote:
> I have no idea what Higgenbotham's methods are. But if I had to
> time to attempt anything like a physical model of our economy I
> would use "credit" as the equivalent of temperature. Somehow the
> economy would be modeled as a solution that is super-saturated and
> ready to crystallize [crash] as soon as the temperature falls
> below a c ritical point. If you have an accurate model of how
> temperature [credit] is reduced over time, and your armchair model
> gives you a fair idea of where the critical point is, then you can
> forecast when the system will reach the critical point in its
> downward path.
This is a very interesting subject, and if it could be formalized in
such a way, then it would be a striking discovery.
I've been looking back at what I wrote in August, 2007.
** The nightmare is finally beginning.
** http://www.generationaldynamics.com/cgi ... 17#e070817
In that posting, I laid out the reasons why I felt that a stock
market crash would be only a few weeks or months away.
The methods that I used were the same generational methods that I use
for everything -- looking at massive changes in attitudes and
behaviors. It was clear at that time that something major was
happening.
It turned out that I was right about the changes in attitudes, but
they manifested themselves differently than I had expected. In the
stock market, there was no great crash; instead, the market continued
rallying until October, and then began a long-term plunge, of a type
that occurred from 1929-1932. The difference, of course, is that the
long-term plunge began AFTER the generational crash in 1929, but
today the long-term plunge is occurring without any generational
crash (yet) occurring.
But the real "crash" (if you want to call it that) that occurred in
August 2007 was what's become known as the "credit crunch," which
occurs to this day.
As I said, I presented my reason based on massive changes in
attitudes and behaviors, not on any analytic technique that somehow
measured the size of the bubble, and whether it was mathematically
possible for it to grow any larger, or whether some critical point
was reached.
So if there's any actual way to do that, it would be very
interesting.
Sincerely,
John