I don't buy it. I minored in economics in college, and I don't remember learning anything. https://www.bloomberg.com/news/arti...learned-about-modern-economic-theory-is-wrong
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IMO a main summarizing paragraph of that paper is: That the geometric mean exp〈ln x〉 is less than the arithmetic mean 〈x〉 was known to Euclid (Elements, Book V, Proposition 25), and it is a special case of Jensen’s inequality13 of 1906. Its connection to gambling and investment problems was noted by Whitworth14 in 1870, is implied by Itô’s work15 of 1944, and is well known among gamblers as Kelly’s criterion16 of 1956. Our modest contribution is to frame these observations as a question of ergodicity, which we have found to be a fruitful perspective. It enforces physical realism by precluding interactions among members of a statistical ensemble, it enables us to consider dynamics other than additive and multiplicative (corresponding to linear and logarithmic utility functions), and it naturally leads to treatments of problems whose solutions are less readily visible in previous framings of the issue. I didn't find this particularly interesting, but then again economics is not my profession. I suppose that if you're in charge of fiscal or monetary policy this might be of more interest since it basically indicates that a small portion of economic actors tend to accumulate a disproportionate amount of wealth simply due to luck, and the arithmetic mean does tell you anything about the wealth distribution. Then again, you should already know that if you paid any attention to reality. I'm sure I missed 75% of it though.
Um...no? Ole Peters is a math fag. The solution is simple, as it has been since the dawn of Modern Money Mechanics, and the Federal Reserve bank. Buy and hold. Why do we need to over-complicate the simple? I did, and I lost a lot of money doing so. No more. Fuck it.