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Implement exponential mode for annualized_return calculation in risk_… #1433
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DimitarSivrev, I tried the exponential mode, but it seems still not correct. pls see here #1512 |
@@ -24,16 +24,14 @@ | |||
logger = get_module_logger("Evaluate") | |||
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def risk_analysis(r, N: int = None, freq: str = "day"): | |||
def risk_analysis(r, N: int = None, freq: str = "day", accumulation_mode = "summation"): |
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Please use Literal
https://github.com/microsoft/qlib/blob/main/qlib/typehint.py#L13
@@ -61,10 +61,16 @@ def cal_risk_analysis_scaler(freq): | |||
warnings.warn("risk_analysis freq will be ignored") | |||
if N is None: | |||
N = cal_risk_analysis_scaler(freq) | |||
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if accumulation_mode not in ["summation", "exponential"]: | |||
raise ValueError("Invalid value for `accumulation_mode`. Only 'summation' and 'exponential' are supported") | |||
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mean = r.mean() |
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This should be geometric mean if production is considered
if accumulation_mode == "summation": | ||
annualized_return = mean * N | ||
else: | ||
annualized_return = (np.prod(1 + r) - 1) | ||
information_ratio = mean / std * np.sqrt(N) | ||
max_drawdown = (r.cumsum() - r.cumsum().cummax()).min() |
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The maxdrawdown should also be changed if production is considered
if accumulation_mode == "summation": | ||
annualized_return = mean * N | ||
else: | ||
annualized_return = (np.prod(1 + r) - 1) | ||
information_ratio = mean / std * np.sqrt(N) |
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I'm not sure if the annualized volatility should be chagned if production is considered.
But intuitively, the accumulated volatility and production vollatility is different.
My first contribution to Qlib,
Resolves #964
Description
This change allows the user to choose between accumulation mode and exponential mode when calculating the annualized_return in the risk_analysis function. The exponential mode uses the formula product of (1 + r_i) minus 1. A new parameter 'accumulation_mode' has been added to the risk_analysis function to control the mode of calculation. An error will be thrown if the parameter is not set to 'accumulation' or 'exponential'. I can resolve any issues with this change.
Types of changes