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This is not at all surprising. Statistics isn't the right tool for financial analysis... it's just the best tool that we have. Incredibly unlikely statistical events happen all the time in finance.

A great read on an alternative view on the topic of using statistics for finance is The (Mis)Behavior of Markets by Benoit Mandlebrot [1]. It's very well written, basic enough for most to comprehend and first book on finance I read in college (before I went on to major in finance + math).

The aforementioned book has some very interesting notions with Trading Time being my favorite. Basically one can near-perfectly "forge" financial data with fractal objects called "financial cartoons" [2]. The objects are composed to two distinct fractals - one for price vs trading time and another for trading time vs clock time [3]. The latter rescales the volatility seen former, either compressing or expanding it. Rescaling volatility isn't a new idea, but it was a parallel "discovery".

There has been some work on figuring out how to use Fractal Geometry to analyze financial time series data but it's still in its infancy. The problem is figuring out how to transform the data into the fractals domain + figuring out what the results from a fractal based analysis would mean for forecasting future events. I've been working on these problems for many years (in earnest in college and as a hobby thereafter) but made little true progress.

[1] http://www.amazon.com/The-Misbehavior-Markets-Financial-Turb...

[2] http://classes.yale.edu/fractals/randfrac/Market/Fake/Fake.h...

[3] http://classes.yale.edu/fractals/randfrac/Market/TradingTime...




Read Mandelbrot's book, it's an excellent gateway drug into that type of thinking.

> There has been some work on figuring out how to use Fractal Geometry to analyze financial time series data but it's still in its infancy.

Are you talking about things like the hurst exponent and such?





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