Algorithmic Trading & Indicators
Intermediate
Calculate Garman-Klass Volatility Estimator in Python Pandas
Compute high-efficiency Garman-Klass historical volatility in Python using Open, High, Low, and Close prices to capture intraday price range swings.
#pandas#numpy
Problem Statement
Standard close-to-close volatility ignores intraday high-low swings, missing up to 80% of true price volatility. Garman-Klass incorporates OHLC to deliver 8x more efficient volatility estimates.
Formula / Core Logic
GK = 0.5 * ln(H/L)^2 - (2*ln(2) - 1) * ln(C/O)^2
Installation
pip install pandas numpy
garman-klass-volatility-estimator-python.py
import pandas as pd
import numpy as np
def calculate_garman_klass_vol(df, window=20):
df = df.copy()
hl = np.log(df['High'] / df['Low']) ** 2
co = np.log(df['Close'] / df['Open']) ** 2
gk_daily = 0.5 * hl - (2 * np.log(2) - 1) * co
df['GK_Volatility'] = np.sqrt(gk_daily.rolling(window).mean() * 252) * 100
return df
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Buy Full Bundle on Gumroad ($19) →Frequently Asked Questions
Q: Why is Garman-Klass preferred over close-to-close volatility?
It leverages intraday high and low extremes, making it far more statistically robust for options pricing and risk management.