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How to Get Historical Market Cap Data in Python
How Much of the S&P 500 Survives 20 Years? Index Turnover Analysis in Python
Does Joining the S&P 500 Bring New Institutional Owners? 13F Event Study in Python
Is Volatility Seasonal? Calendar Month Analysis of Realized Volatility in Python
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Alpha Vantage vs Massive vs xfinlink for Fundamentals
How Long Does a Stock Take to Recover From a 50% Fall? Drawdown Analysis in Python
Do Companies That Shrink Their Share Count Outperform? Net Buyback Yield in Python
How Much Does the Dow's Price Weighting Distort It? Index Weighting Analysis in Python
How to Get SEC Form 4 Insider Trading Data in Python
Can Anything Predict Next Month's Stock Returns? Out-of-Sample R-Squared Testing in Python
How Much of a Stock's Return Comes From Its Sector? Variance Decomposition in Python
Altman Z-Score: Where To Get It in Python
Do Value Screens Agree on Which Stocks Are Cheap? Multiple Overlap Analysis in Python
Annual vs Quarterly Financial Data: Which to Use
Do High Returns on Capital Persist? ROIC Fade Analysis in Python
Does Past Beta Predict Future Beta? Beta Stability Testing in Python
Do Defensive Sectors Actually Defend? Up and Down Capture in Python
How to Choose a Financial Data API
Do Small Caps Actually Beat Large Caps? Size Premium Test in Python
What If You Miss the Market's Best Days? Extreme-Day Analysis in Python
Does Rebalancing Add Return? Fixed-Weight vs Drift Portfolios in Python
Which S&P 500 Companies Are Closest to Default? Merton Distance-to-Default in Python
What Happens to Stocks Removed From the S&P 500? Replacement Pair Analysis in Python
Does the Golden Cross Work? 50/200 Moving Average Crossover Backtest in Python
Financial Data for Academic Finance Research
Does Skipping the Most Recent Month Improve Momentum? S&P 500 Decile Sorts in Python
Does Cointegration Survive Out of Sample? Pairs Trading Validation in Python
Which Dividends Are Not Covered by Cash? Free-Cash-Flow Coverage Screening in Python
GICS vs SIC vs NAICS: Which Industry Classification to Use
How Many Stocks Does It Take to Diversify? Random Portfolio Simulation in Python
How Many Days of Data Does a Volatility Estimate Need? Range-Based Estimators in Python
How Much of S&P 500 Cash Flow Is Stock Compensation? Cross-Sectional Analysis in Python
What Is a 13F Filing? Institutional Holdings Explained
Does Revenue Growth Explain Profit Growth? Cross-Sectional Decomposition in Python
How Much of the Nasdaq 100 Is Already in the S&P 500? Index Overlap Analysis in Python
How Often Does a 99% Value-at-Risk Limit Actually Break? VaR Backtesting in Python
Real-Time vs End-of-Day Market Data: Which Do You Need?
How Concentrated Are S&P 500 Earnings? Point-in-Time Index Analysis in Python
Does Volatility Scale With the Square Root of Time? Variance Ratio Test in Python
Does Goodwill Distort the Price-to-Book Screen? Goodwill-Adjusted Valuation in Python
How Are Shares Outstanding Reported (and Why They Disagree)
Do Low-Volatility Stocks Deliver Better Risk-Adjusted Returns? S&P 500 Quintile Sorts in Python
Does Trend Following Beat Buy and Hold? Time-Series Momentum in Python
Has the Stock-Bond Correlation Flipped? 60/40 Portfolio Risk in Python
What API to Use for a Stock Screener
Which Assets Hedge Inflation Shocks? Macro Factor Betas in Python
Does Covariance Shrinkage Beat the Sample Covariance? Minimum-Variance Portfolios in Python
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SEC EDGAR API vs Fundamentals API: Which to Use
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Split Adjustment Explained: Adjusted Close vs Close
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Which Volatility Forecast Wins One Month Ahead? HAR vs EWMA in Python
How Concentrated Are Institutional Equity Portfolios? Form 13F Concentration Analysis in Python
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Data Requirements for Backtesting a Trading Strategy
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Free Stock Market Data APIs: What You Actually Get
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Does the S&P 500 Index Effect Still Exist? Event Study in Python
Are Companies Leaving the S&P 500 Faster Than They Used To? Index Survival Analysis in Python
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Which Commodity ETFs Have the Worst Tail Risk? Expected Shortfall in Python
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Do Healthcare Cash-Flow Margins Predict Returns? Signal Evaluation in Python
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Which Stocks Are Most Rate-Sensitive? Equity Duration via Bond Beta in Python
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Is Volatility Predictable? Testing for Volatility Clustering in Python
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How to Forecast Stock Volatility with GARCH Models in Python
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How to Screen REITs by Dividend Yield and Valuation in Python
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How to Build a Sector Correlation Matrix for Portfolio Diversification in Python
How to Find Oversold and Overbought Stocks Using Z-Scores in Python
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How to Build a Multi-Factor Stock Screen in Python (Value + Momentum + Quality)
How to Build a Simple DCF Model for Any Stock in Python
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How to Screen Stocks by Balance Sheet Health in Python
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How to Compare Sector Performance YTD Using Python
How to Screen Dividend Stocks by Yield and Quality in Python
How to Calculate Max Drawdown and Recovery Time for Any Stock in Python
How to Compare Profitability Across Mega-Cap Tech Stocks in Python
Why Ticker Symbols Are Unreliable: The Recycling Problem Every Quant Should Know
How to Calculate and Compare Stock Volatility in Python
How to Screen Blue-Chip Stocks by P/E Ratio in Python
How to Track Companies Through Ticker Changes, Bankruptcies, and Renames in Python
S&P 500 Turnover: How Much the Index Has Changed Since 2010
How to Calculate Stock Beta and Correlation in Python
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Do Defensive Sectors Actually Defend? Up and Down Capture in Python

What’s the question?

Rotating into utilities, staples, or health care is standard practice when an allocator turns cautious. The premise is that these sectors fall less than the market without giving up a matching share of the recovery, which would make the rotation close to free. If instead the reduced downside comes with proportionally reduced upside, the rotation is just a smaller position in equities wearing a sector label, and holding less of the market outright would achieve the same thing at lower cost.

Two measures separate those cases. Up capture is the average return of a sector in months when the market rose, divided by the market’s own average return in those months; down capture is the same ratio over months when the market fell. A sector with 80% up capture and 50% down capture is genuinely asymmetric, keeping four fifths of the gains while taking half the losses. A sector at 80% and 80% is not asymmetric at all, whatever its reputation. Asymmetry is worth paying for, and reduced exposure is available for nothing.

The approach

Nine sector funds cover the S&P 500 as it was originally divided, all trading continuously since December 1998, measured against SPY from January 1999 through June 2026.

  1. Pull daily closes and returns for the nine sector SPDRs and SPY, then compound to monthly returns.
  2. Split the 330 months into those where SPY rose and those where it fell, and compute up and down capture for each sector.
  3. Fit a separate regression of sector return on market return within each group, giving an up-market beta and a down-market beta. Capture ratios compare averages; these slopes measure how hard a sector is pulled as the market moves further.
  4. Identify the four deepest peak-to-trough declines in SPY on daily data, then measure what each sector returned over those exact windows.

Step 4 exists because capture ratios weight a mild negative month and a crash equally, and protection that holds in ordinary weakness while failing in a real decline is not protection at all.

Code

import numpy as np
import pandas as pd
import xfinlink as xfl

xfl.set_api_key("YOUR_API_KEY")  # free at https://xfinlink.com/signup

SECTORS = ["XLP", "XLU", "XLV", "XLE", "XLF", "XLI", "XLK", "XLY", "XLB"]

px = xfl.prices(["SPY"] + SECTORS, start="1999-01-01", end="2026-06-30",
                fields=["close", "return_daily"], max_rows=200000)
px["date"] = pd.to_datetime(px["date"])
daily = px.pivot_table(index="date", columns="ticker", values="return_daily").dropna()
monthly = (1 + daily).resample("ME").prod() - 1

up = monthly["SPY"] > 0
dn = monthly["SPY"] < 0

for t in SECTORS:
    r = monthly[t]
    uc = r[up].mean() / monthly["SPY"][up].mean() * 100
    dc = r[dn].mean() / monthly["SPY"][dn].mean() * 100
    bu = np.polyfit(monthly["SPY"][up], r[up], 1)[0]
    bd = np.polyfit(monthly["SPY"][dn], r[dn], 1)[0]
    print(f"{t}: up {uc:.1f}%  down {dc:.1f}%  beta_up {bu:.2f}  beta_dn {bd:.2f}")

# participation in the market's four deepest daily drawdowns
curve = (1 + daily["SPY"]).cumprod()
dd = curve / curve.cummax() - 1

Full script with formatting and visualisation: defensive-sector-up-down-capture-python.py

Output

Scatter plot of up capture against down capture for nine S&P 500 sector funds, monthly returns 1999 to 2026, with every sector sitting close to the line where the two are equal
330 common months, 1999-01 to 2026-06
6907 daily sessions

up months: 209   down months: 121

      sector                 Up cap  Dn cap  Spread   B up   B dn    CAGR
XLU   Utilities               55.7%   34.8%   20.9pp   0.30   0.69   7.74%
XLP   Consumer Staples        56.0%   44.4%   11.6pp   0.48   0.56   6.59%
XLV   Health Care             80.3%   71.3%    9.0pp   0.59   0.70   8.35%
XLE   Energy                 100.5%   89.6%   10.9pp   0.92   1.03   8.46%
XLI   Industrials            106.1%  101.1%    5.0pp   1.16   1.24   9.51%
XLY   Cons. Discretionary    110.4%  107.2%    3.2pp   1.23   1.07   9.54%
XLB   Materials              106.4%  107.4%   -1.0pp   1.18   1.10   8.05%
XLF   Financials             102.4%  113.8%  -11.5pp   1.19   1.24   5.77%
XLK   Technology             133.4%  132.3%    1.1pp   1.33   1.22  10.60%

SPY   S&P 500                100.0%  100.0%    0.0pp   1.00   1.00   8.66%

Sector return over the market's four deepest peak-to-trough declines
          2000    2007    2020    2022
        -47.5%  -55.2%  -33.7%  -24.5%   <- SPY
XLU     -35.7%  -42.5%  -35.3%  -11.3%
XLP       1.2%  -28.5%  -24.1%  -10.6%
XLV     -17.0%  -38.3%  -27.9%  -11.6%
XLE     -23.8%  -47.9%  -56.0%   44.4%
XLI     -36.1%  -62.3%  -41.6%  -18.2%
XLY     -23.2%  -56.6%  -33.5%  -33.5%
XLB     -20.1%  -56.7%  -36.2%  -22.1%
XLF     -22.2%  -81.6%  -42.8%  -22.3%
XLK     -81.9%  -51.4%  -31.1%  -33.1%

cross-sector correlation between up capture and down capture: 0.978
lowest down capture: XLU at 34.8%, giving up 44.3pp of upside

What this tells us

Across the nine sectors, up capture and down capture have a correlation of 0.978, so a sector that takes less of the decline takes almost exactly proportionally less of the advance. Every sector sits close to the diagonal in the scatter plot. Sector defensiveness is therefore mostly a statement about how much market exposure a sector carries, not about the shape of that exposure.

Utilities come closest to genuine asymmetry, with a spread of 20.9 percentage points. The rest is thinner: staples at 11.6, energy at 10.9, health care at 9.0. Financials run the other way, capturing 113.8% of down months against 102.4% of up months, and the compounding cost shows in a 5.77% annual return against the market’s 8.66% over the same 27 years.

The conditional betas complicate the utilities result. XLU moves 0.30 for each point the market gains in an up month, but 0.69 for each point it loses in a down month. Its low down capture comes from a level effect, meaning it tends to sit above the market in weak months generally, rather than from muted sensitivity to how bad a month becomes. Once a decline is severe, utilities track it at more than twice the slope they track rallies.

The drawdown table confirms this from a second direction. In 2020, when SPY fell 33.7%, utilities fell 35.3% despite having the lowest down capture of any sector, while staples held at 24.1% and health care at 27.9%. Energy is a separate case entirely: worst of all nine in 2020 at 56.0%, then up 44.4% in 2022 while the market fell 24.5%. Its defensiveness is tied to inflation rather than to market direction, which the monthly capture ratio of 89.6% averages away completely.

So what?

Before funding a defensive rotation, compare it against the honest alternative: holding less of the index and more cash. Utilities at 34.8% down capture and 55.7% up capture behave close to a 45% position in SPY. Sizing the index position directly delivers that exposure without concentrating in one regulated, rate-sensitive industry.

For protection against a severe decline specifically, the drawdown columns matter more than the capture ratios, and they point somewhere different. Staples and health care held up best in three of the four episodes; utilities did not hold up in 2020 at all. Run this table on the candidate sectors before sizing a tilt, and check whether the protection being bought showed up in the episodes that actually worry you, rather than in the average month.

Built with xfinlink — free financial data API for Python. pip install -U xfinlink

Built with xfinlink — free financial data API for Python. pip install -U xfinlink
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