Need help with ROR calculation

[Goatlife]

How can I find out Ror when DI, Score, and Standard Deviation are known. Can someone point me in the right direction?

[Gronbog]

In order to calculate RoR you need bankroll, unit size, EV and standard deviation. You can't reverse engineer all of the needed statistics from the ones you provided. I got the formula from BJA3.

[davethebuilder]

Try this:

ROR = [(1-WR/SD)]/[(1+WR/SD)]^B/SD

WR = Win Rate
SD = Standard Deviation
B = Bankroll

[James989]

How can I find out Ror when DI, Score, and Standard Deviation are known. Can someone point me in the right direction?

ROR(%) = 100*e^(-2/k), k= kelly ratio, e= 2.71828

k= bet size * Var / EV / BR, BR = Bankroll, EV = expectation value, Var = variance

ROR(%) = 100*e^(-2/k) = 100*e^( -2 * EV * BR / Var / bet size)


For example, your game with EV = 1%, Var = 1.3, Bankroll = 1000, bet size = 5

ROR = 100 * e^(-2 * 0.01 * 1000 / 1.3 / 5) = 4.61%

[Gronbog]

Actually, he can calculate EV from DI and standard deviation (SD).

DI = 1000 * (EV / SD), so
EV = (DI * SD) / 1000

So, with his bankroll and average bet size he can calculate RoR as above.