Quote from RafaelAnderson:
For instance...:
I was thinking recently about the St. Petersburg paradox and the EMH...and the Kelly Criterion. I hope you are familiar with those concepts - they aren't that hard to understand, although the logic behind the St. Paradox is a bit conterintuitive and hence you need some decent logical thinking to understant it at first sight.
What, I was thinking for is a very simple model that one can use to generate high income this way.
Now...since it's a weekend almost i won't go further into more scientific terms, not to mention formulas or computer code(thogh believe it or not I can do both ...the formulas and the programming code...).
Anyway, here is the model:
An investor enters the market. She decides to buy Nasdaq 100 for example. On every deal she puts 30 pips limit order and -20 pips stop loss order. She uses this step many times...for example thousands of times....which is clearly a whole year - but...
What happens actually, using this extremely easy model of trading?
The idea is simple. In the St. Petersburd paradox, Nicolos Bernoully describes a game where a player doesn't bet anything but simply flat fee to enter the game. Then a fair coin is tossed and the player wins each time a tail occurs. When head occurs eventually the game ends and the player is left only with her gainings from the previous tails.
I hope you got the simple logic. The idea however is that, surprisingly this game is so promising that the player should enter the game at any price that is offered - because the potential of income is infinite.
Now, how this resemebles the stock market?
Suppose, every 20 pips are equal to one coin toss.
This if the investor wins 20, she wins one "tail". If however, she wins "40" - this is "two tails". Because the EMH is right however - the investor has a chance of 50% each 20 pips. Keep in mind that 20 pips is randomly chosen value, but even if the value was 200 pips, then the proability is yet 50%.