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Which Sectors Lead Out of a Market Bottom? Sector Recovery Analysis in Python
Are Buybacks Funded by Cash Flow or by Debt? S&P 500 Payout Analysis in Python
What to Look for in Fundamentals Data
Does Cash on the Balance Sheet Cushion a Crash? Quintile Sorts in Python
Do Corporate Insiders Time the Market? S&P 500 Insider Buying Breadth in Python
Does Unstable Volatility Warn of Deeper Drawdowns? Vol-of-Vol Sorts in Python
Does Fast Asset Growth Predict Weak Stock Returns? Decile Sorts in Python
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Does the Nasdaq-100 Index Effect Still Exist? Event Study in Python
Does the Piotroski F-Score Still Work? Quality Screening in Python
How Many S&P 500 Stocks Beat the Index? Return Breadth Analysis in Python
Why Beta Differs Between Data Sources
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What Growth Is Priced Into the S&P 500? Reverse DCF in Python
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Does Illiquidity Still Pay? Amihud Measure in the S&P 500 in Python
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Does R&D Spending Predict Revenue Growth? Cross-Sectional Test in Python
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Do Sectors Diversify When It Matters? Conditional Correlation in Python
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How Much of the S&P 500 Survives 20 Years? Index Turnover Analysis in Python
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Is Volatility Seasonal? Calendar Month Analysis of Realized Volatility in Python
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How Far Back Does SEC EDGAR Data Go?
Are One-Time Charges Really One-Time? Charge Frequency Analysis in Python
Does Buying the Dip Work? Short-Term Reversal by Volatility Regime in Python
Alpha Vantage vs Massive vs xfinlink for Fundamentals
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Do Companies That Shrink Their Share Count Outperform? Net Buyback Yield in Python
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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
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Do Defensive Sectors Actually Defend? Up and Down Capture in Python
How to Choose a Financial Data API
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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
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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
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Has the Stock-Bond Correlation Flipped? 60/40 Portfolio Risk in Python
What API to Use for a Stock Screener
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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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When Do Corporate Insiders Actually Trade? Form 4 Timing Analysis in Python
Data Requirements for Backtesting a Trading Strategy
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Do Stocks Fall Harder Than They Rise? Downside Beta vs Upside Beta in Python
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Does the S&P 500 Index Effect Still Exist? Event Study in Python
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Does Gross Profitability Predict Stock Returns? Quintile Factor Test in Python
What Growth Rate Is the Market Pricing In? Reverse DCF in Python
Does a Strong Balance Sheet Cushion Drawdowns? Leverage and Downside Risk in Python
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Why Do Leveraged ETFs Decay? Measuring Volatility Drag in Python
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Which Commodity ETFs Have the Worst Tail Risk? Expected Shortfall in Python
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Which Dividend Stocks Survive a Cash-Flow Stress Test? Dividend Screening in Python
Does Heavy Insider Selling Predict Weak Returns? Insider Flow Test in Python
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Is the AI Capex Trade Crowded? Rolling Volatility and Sector Rotation in Python
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Do Grain Prices Predict Food Inflation? Granger Causality Test in Python
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How to Build a Multi-Factor Stock Screen in Python (Value + Momentum + Quality)
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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
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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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Does Fast Asset Growth Predict Weak Stock Returns? Decile Sorts in Python

What’s the question?

Asset growth is the year-over-year percentage change in a company’s total assets. It is blunt by design: acquisitions, factory construction, inventory builds and cash raised from a bond sale all push it up together. One number records how much bigger the balance sheet became, without asking how.

Cooper, Gulen and Schill published evidence in 2008 that this blunt number predicted returns better than most refined ones. Companies in the fastest-growing decile of assets went on to deliver the weakest subsequent returns, and companies that shrank their balance sheets did best. The proposed mechanism was overinvestment: capital is easiest to raise when a business is popular, managers spend what they raise, and the spending disappoints.

That work covered the whole US market, where small companies dominate the count. The S&P 500 is a different population of large, heavily analysed businesses. Two questions follow: does the pattern survive there, and if it does, where in the distribution does it live?

The approach

  1. Take the point-in-time S&P 500 roster at each 30 June from 2016 to 2025 through the as_of parameter, so companies that later left the index still enter the sample for the years they were members
  2. Pull annual balance sheets for every company that was a member at least once, addressed by entity id rather than ticker, so a reassigned symbol cannot enter
  3. At each formation date take the most recent fiscal year ending on or before 31 December of the previous year, leaving a reporting lag of at least six months
  4. Compute asset growth against the prior fiscal year, requiring period ends 300 to 430 days apart and both asset bases above $10m
  5. Measure the forward 12-month price return from 30 June to 30 June, again by entity id; members that stopped trading inside the year use their final close
  6. Rank into quintiles and deciles inside each formation year, and winsorise returns at the 1st and 99th percentile of each cohort so one extreme move cannot set a group mean

That leaves 4,926 company-years drawn from 644 companies.

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

YEARS = list(range(2016, 2026))

rosters = {y: xfl.index("sp500", as_of=f"{y}-06-30") for y in YEARS}
universe = sorted({int(e) for r in rosters.values() for e in r["entity_id"]})

fun = pd.concat([xfl.fundamentals(entity_id=universe[i:i + 60], period_type="annual",
                                  fields=["total_assets"], start="2013-01-01",
                                  end="2025-12-31", max_rows=200000)
                 for i in range(0, len(universe), 60)], ignore_index=True)
fun["period_end"] = pd.to_datetime(fun["period_end"])
fun = fun.dropna(subset=["total_assets"]).sort_values(["entity_id", "period_end"])
fun["prev_assets"] = fun.groupby("entity_id")["total_assets"].shift(1)
gap = (fun["period_end"] - fun.groupby("entity_id")["period_end"].shift(1)).dt.days
fun = fun[(gap >= 300) & (gap <= 430) & (fun["prev_assets"] >= 10)
          & (fun["total_assets"] >= 10)].copy()
fun["asset_growth"] = fun["total_assets"] / fun["prev_assets"] - 1.0

signal = []
for year in YEARS:
    ids = {int(e) for e in rosters[year]["entity_id"]}
    known = fun[fun["entity_id"].isin(ids) & (fun["period_end"] <= f"{year - 1}-12-31")]
    latest = known.sort_values("period_end").groupby("entity_id").tail(1).copy()
    latest["form_year"] = year
    signal.append(latest[["entity_id", "form_year", "asset_growth"]])
signal = pd.concat(signal, ignore_index=True)

# anchors[year][entity_id] = last adjusted close on or before 30 June of that year
d = signal.dropna(subset=["p0", "p1"]).copy()
d["raw"] = d["p1"] / d["p0"] - 1.0
d["fwd"] = d.groupby("form_year")["raw"].transform(
    lambda s: s.clip(s.quantile(0.01), s.quantile(0.99)))
d["decile"] = d.groupby("form_year")["asset_growth"].transform(
    lambda s: pd.qcut(s.rank(method="first"), 10, labels=range(1, 11)).astype(int))

print(d.groupby("decile")["fwd"].agg(["size", "mean", "median"]))

big = d["asset_growth"] > 0.50
print(d.groupby(big)["fwd"].mean())

Full script with formatting and visualisation: asset-growth-forward-returns-sp500-python.py

Output

Mean forward 12-month return by asset-growth decile for S&P 500 members 2016 to 2025, and the annual return gap between companies whose assets grew more than 50 per cent and the rest of the index
Point-in-time S&P 500 rosters, 30 June 2016 to 30 June 2025
  distinct companies that were members at least once: 665
  company-years with a signal and a forward return: 4,926
  forward returns winsorised at the 1st and 99th percentile of each cohort: 100 values adjusted

Forward 12-month return by asset-growth quintile, all cohorts pooled
  quintile          median asset growth   mean return   median return      n
  Q1 slowest                  -5.7%        10.93%           6.81%    990
  Q2                           0.4%        10.86%           5.21%    983
  Q3                           4.4%        12.04%           6.75%    981
  Q4                           9.2%        12.53%           9.02%    983
  Q5 fastest                  25.0%         9.71%           8.60%    989
  Q1 minus Q5: mean +1.19 pp, median -0.57 pp, positive in 4 of 10 cohorts

Same sort into deciles
  decile   median asset growth   mean return   median return      n
  D1                -10.9%        11.24%           7.76%    496
  D2                 -3.1%        10.62%           6.20%    494
  D3                 -0.5%        12.00%           7.02%    489
  D4                  1.5%         9.73%           4.70%    494
  D5                  3.3%        12.86%           6.16%    494
  D6                  5.2%        11.21%           7.26%    487
  D7                  7.5%        13.63%           8.97%    494
  D8                 10.6%        11.41%           9.35%    489
  D9                 18.2%        11.24%           8.88%    494
  D10                41.3%         8.19%           7.25%    495

Companies whose total assets grew more than 50% in one fiscal year
  185 company-years across 11 sectors
  mean forward return   1.03%   median   2.28%
  rest of the index    11.61%   median   7.62%
  trailed the rest of the index in 8 of 10 cohorts
  cohort gap, percentage points:
    2016   -10.85
    2017   -11.93
    2018    -7.16
    2019    -5.90
    2020   -19.34
    2021   -10.44
    2022   -13.06
    2023    +9.27
    2024    +0.45
    2025   -13.51

What this tells us

As a factor tilt, asset growth carries nothing. Mean forward returns by quintile run 10.93, 10.86, 12.04, 12.53 and 9.71 per cent, which is not a slope in any direction, and the Q1-minus-Q5 spread was positive in only 4 of the 10 cohorts. Median returns rise across the sort rather than falling, from 6.81 per cent in the slowest quintile to 8.60 per cent in the fastest. The average spread of 1.19 percentage points a year came from a signal that pointed the wrong way half the time.

The decile view locates what the quintiles blur. Deciles 1 through 9 sit in a band from 9.73 to 13.63 per cent with no order inside it. Decile 10, at 8.19 per cent, is the only group outside that band, and its median company grew assets by 41.3 per cent.

Cutting at a fixed threshold sharpens the point. The 185 company-years where total assets grew by more than half in one fiscal year returned a mean of 1.03 per cent over the following twelve months, against 11.61 per cent for the other 4,741. They trailed in 8 of the 10 cohorts, by 19.34 percentage points in the cohort formed 30 June 2020, and they span all 11 sectors, so this is not one industry’s cycle wearing a balance-sheet disguise.

The mechanism is visible in what expanding a balance sheet by half in twelve months requires. Organic demand almost never does it. Large acquisitions, debt-funded construction and equity raises do, and each arrives with integration risk, goodwill that may later be written down, and interest that must be paid whatever revenue does.

So what?

Do not build a factor on this. A quintile tilt would have paid roughly one percentage point a year with a coin-flip hit rate, which is indistinguishable from nothing once costs are counted.

Use it as a screen instead. A rule that flags any holding whose total assets grew more than 50 per cent in its latest reported fiscal year catches about 18 S&P 500 names a year, and those names earned roughly a tenth of what the rest of the index earned. The right response is position sizing rather than direction: the group’s mean return is positive, so shorting it is not the trade. Trimming the weight is.

The flag pairs naturally with a look at how the growth was funded, since assets grown out of retained earnings tell a different story from assets grown out of a bond issue.

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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