bump. another follow-up question.
I had a quick look on how to calculate the Kelly bet thanks to one of the poster's links.
For simple bets with two outcomes, one involving losing the entire amount bet, and the other involving winning the bet amount multiplied by the payoff odds, the Kelly bet is (from
http://en.wikipedia.org/wiki/Kelly_criterion):
(bp-q)/b
f* is the fraction of the current bankroll to wager;
b is the net odds received on the wager (that is, odds are usually quoted as "b to 1")
p is the probability of winning;
q is the probability of losing, which is 1 − p.
so assuming i have winrate of 50% and I have RR of 1.4 then I get
(1.4x0.5 - 0.5) / 1.4 = 0.2/1.4 = 14.3%
Is this correct?
I wouldn't consider putting 14.3% of my trading account on one single trade. However I am considering to increase my risk/trade allocation from 1% to 1.25%. If I did that, then what would my ROR be?
(1-Edge/1+edge)^Capital units
My edge would be
p(win) = 0.5 win$=1.75 (1.25x1.4)
P(loss) = 0.5, loss$=-1.25 (1.25x -1)
EV = 0.875-0.625 = 0.25
0.25/1.25 = 0.2
So my ROR would be:
( (1-0.2)/(1+0.2) ) ^ 100/1.25
=0.0000%
Is that correct too? For a 20% edge, risking only 1.25% per trade - ROR should be practically zero - that does seem right. I have to say a 20% edge sounds huge, though that this what is implied by the given winrate and RR ratios.
I'd be interested in people's views whether I have done these calculations correctly.