Library "FunctionKellyCriterion" Kelly criterion methods. the kelly criterion helps with the decision of how much one should invest in a asset as long as you know the odds and expected return of said asset.
simplified(win_p, rr) simplified version of the kelly criterion formula. Parameters: win_p: float, probability of winning. rr: float, reward to risk rate. Returns: float, optimal fraction to risk. usage: simplified(0.55, 1.0)
partial(win_p, loss_p, win_rr, loss_rr) general form of the kelly criterion formula. Parameters: win_p: float, probability of the investment returns a positive outcome. loss_p: float, probability of the investment returns a negative outcome. win_rr: float, reward on a positive outcome. loss_rr: float, reward on a negative outcome. Returns: float, optimal fraction to risk. usage: partial(0.6, 0.4, 0.6, 0.1)
from_returns(returns) Calculate the fraction to invest from a array of returns. Parameters: returns: array<float> trade/asset/strategy returns. Returns: float, optimal fraction to risk. usage: from_returns(array.from(0.1,0.2,0.1,-0.1,-0.05,0.05))
final_f(fraction, max_expected_loss) Final fraction, eg. if fraction is 0.2 and expected max loss is 10% then you should size your position as 0.2/0.1=2 (leverage, 200% position size). Parameters: fraction: float, aproximate percent fraction invested. max_expected_loss: float, maximum expected percent on a loss (ex 10% = 0.1). Returns: float, final fraction to invest. usage: final_f(0.2, 0.5)
hpr(fraction, trade, biggest_loss) Holding Period Return function Parameters: fraction: float, aproximate percent fraction invested. trade: float, profit or loss in a trade. biggest_loss: float, value of the biggest loss on record. Returns: float, multiplier of effect on equity so that a win of 5% is 1.05 and loss of 5% is 0.95. usage: hpr(fraction=0.05, trade=0.1, biggest_loss=-0.2)
twr(returns, rr, eps) Terminal Wealth Relative, returns a multiplier that can be applied to the initial capital that leadds to the final balance. Parameters: returns: array<float>, list of trade returns. rr: float , reward to risk rate. eps: float , minimum resolution to void zero division. Returns: float, optimal fraction to invest. usage: twr(returns=array.from(0.1,-0.2,0.3), rr=0.6)
ghpr(returns, rr, eps) Geometric mean Holding Period Return, represents the average multiple made on the stake. Parameters: returns: array<float>, list of trade returns. rr: float , reward to risk rate. eps: float , minimum resolution to void zero division. Returns: float, multiplier of effect on equity so that a win of 5% is 1.05 and loss of 5% is 0.95. usage: ghpr(returns=array.from(0.1,-0.2,0.3), rr=0.6)
run_coin_simulation(fraction, initial_capital, n_series, n_periods) run multiple coin flipping (binary outcome) simulations. Parameters: fraction: float, fraction of capital to bet. initial_capital: float, capital at the start of simulation. n_series: int , number of simulation series. n_periods: int , number of periods in each simulation series. Returns: matrix<float>(n_series, n_periods), matrix with simulation results per row. usage: run_coin_simulation(fraction=0.1)
run_asset_simulation(returns, fraction, initial_capital) run a simulation over provided returns. Parameters: returns: array<float>, trade, asset or strategy percent returns. fraction: float , fraction of capital to bet. initial_capital: float , capital at the start of simulation. Returns: array<float>, array with simulation results. usage: run_asset_simulation(returns=array.from(0.1,-0.2,0.-3,0.4), fraction=0.1)
strategy_win_probability() calculate strategy() current probability of positive outcome in a trade.
strategy_avg_won() calculate strategy() current average won on a trade with positive outcome.
strategy_avg_loss() calculate strategy() current average lost on a trade with negative outcome.
De acordo com o verdadeiro espírito do TradingView, o autor publicou esse código Pine como uma biblioteca de código aberto para que outros programadores Pine de nossa comunidade possam reutilizá-lo. Parabéns ao autor! Você pode usar essa biblioteca de forma privada ou em outras publicações de código aberto, mas a reutilização desse código em uma publicação é regida pelas Regras da Casa.
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