Is the Bond market crashing the equity party?
If you want to know where the stock market might be headed, you have to look at the economic gravity being exerted by the bond market. Right now, U.S. stocks and bonds appear to be on a dangerous collision course.
Think of it in terms of a feedback loop: soaring stock prices have made U.S. households feel incredibly wealthy – with equity holdings sitting at a record 250 per cent of disposable income – which keeps consumer spending hot and inflation sticky. At the same time, tech giants are pouring billions into data centres, further heating up the economy.
As the new U.S. Federal Reserve Bank Chair, Kevin Warsh, just hinted, inflation won’t come down. So bond yields won’t drop until the stock market takes a meaningful breather to cool things off.
It’s left the Federal Reserve (the Fed) completely boxed in. The U.S. two-year Treasury yield has crossed above the Fed funds rate – a technical signal that has successfully predicted a Fed rate hike every single time over the last 30 years. With core wholesale inflation (Producer Price Index (PPI)) surging at an annualised rate of 6.6 per cent, the Fed is cornered. Whether they raise rates or stay on the sidelines, the market will struggle with a hawkish central bank. If the Fed hesitates, the bond market will sell off even further because investors will realise policymakers are falling dangerously behind the inflation curve.
Market breadth?
Investors should always look under the hood to see what’s actually driving a market rally. And right now, the engine looks a little fragile. While the NASDAQ and S&P 500 are hitting record highs, it’s being driven by a handful of megacaps. It’s not news that the rally has been almost entirely driven by speculative mania surrounding artificial intelligence (AI) and semiconductor stocks. If you strip away the Technology, Media, and Telecom (TMT) sectors, the broader stock market is actually sitting well below its February highs.
Indeed, just 55 per cent of stocks in the S&P 500 are trading above their 200-day moving average, and the market’s overall advance-decline line has rolled over. Even more telling, the correlation between individual stocks has hit a record low, meaning a tiny handful of overbought tech names are dragging the entire index upward. When market participation is this narrow, it means the foundation is weak.
History tells us that this extreme decoupling always ends the same way: the broader market experiences a sharp downward ‘shift’.
Credit cracks and global contagion
The final piece of the puzzle is that the cracks aren’t confined to equities. According to macroeconomics researchers, BCA, yields on high-yield U.S. corporate bonds are rising, and their credit spreads are widening. When the extra premium required to hold risky corporate debt starts going up, it is an early-warning signal that credit investors see trouble ahead for corporate cash flows.
The fragility seen in the U.S. is also observable internationally. Indeed, the emerging market equity rally is even narrower than the U.S., with most international stocks languishing unless they happen to manufacture microchips in Asia.
Mainstream emerging market currencies are flatlining against a strong U.S. dollar because they are bearing the brunt of rising global food and energy costs. And, again, according to BCA, outside of the AI hardware bubble, global corporate profit outlooks are under severe pressure as higher interest rates and commodity inflation choke off real consumer demand.
It looks like the risk-reward ratio for equities right now is incredibly poor, and a notable shakeout could be brewing.
Hi Roger,
Here is the response requested.
1. What is deficient and wrong with the above analysis?
Concise takeaway: The analysis overstates statistical certainty, misuses small sample inference, ignores counterexamples, and treats overlapping signals as independent when they are not.
A. The sample size problem (Roger’s main point)
The AI’s probability table is built from six historical episodes, which is far too small to infer meaningful probabilities. Small sample inference leads to:
• Overfitting to a handful of well known crises
• Survivorship bias (only including episodes that did lead to corrections)
• False precision (e.g., “80–90% probability”)
This is exactly the statistical flaw Roger is pointing out.
B. The analysis cherry picks only the successful signals
The AI uses episodes like 1987, 1994, 2000, 2007, 2018, 2022 — all of which did lead to corrections. But it ignores:
• Times when yields spiked but equities kept rising
• Times when breadth was narrow but markets continued higher
• Times when credit spreads widened briefly but reversed
• Times when the 2 year > Fed funds did not lead to immediate tightening
This creates a selection bias that exaggerates predictive power.
C. It treats correlated indicators as independent
The analysis implicitly assumes:
• Narrow breadth
• Rising yields
• Strong USD
• Widening credit spreads
…are separate signals that each add probability.
But historically these are highly correlated — they often occur together because they are driven by the same macro forces (inflation, liquidity withdrawal, Fed tightening). Counting them separately double counts the same underlying driver.
D. It assumes the future will behave like the past
Markets evolve. Examples:
• Post GFC QE changed yield–equity relationships
• Post 2020 fiscal dominance changed inflation dynamics
• AI driven capex is a new structural force
• Household balance sheets are stronger than in prior cycles
The analysis assumes structural similarity where none is guaranteed.
E. It ignores the long list of false positives
Historically, many “classic warning signals” appear without a correction. The AI analysis does not account for these.
F. It treats timing as predictable
The analysis implies a 3–9 month window based on past episodes. But historically:
• Lags vary from weeks to years
• Some signals persist for multiple years before a correction
• Some signals never resolve into a correction at all
Markets are not clocks.
G. It ignores liquidity, positioning, and policy reaction
Corrections often depend on:
• Treasury issuance
• Global liquidity cycles
• Buybacks
• Fiscal policy
• Fed communication
These can overwhelm macro “signals” for long periods.
2. How many times have similar conditions existed but did not lead to a meaningful correction?
Concise takeaway: There are many historical cases where the same warning signs appeared — rising yields, narrow breadth, strong USD, widening credit spreads — but equities kept rising or only experienced mild pullbacks.
Below are the most relevant examples.
Historical Counterexamples (Signals Without Corrections)
1. 1995–1996: Yields rose sharply, no correction
• 10 year yields jumped from 5.5% → 7%
• Breadth narrowed
• USD strengthened
• Credit spreads widened modestly Outcome: S&P 500 rose ~40% over two years.
2. 2013 “Taper Tantrum”: Yields spiked, no correction
• 10 year yields doubled (1.6% → 3%)
• USD strengthened
• EM currencies collapsed
• Credit spreads widened Outcome: S&P 500 finished the year +30%.
3. 2017: Narrowest breadth in 20 years, no correction
• FAANG dominated returns
• Correlations collapsed
• Breadth extremely narrow Outcome: Market rose steadily with almost no drawdowns.
4. 2004–2006: Fed hiked 17 times, no correction
• 2 year > Fed funds repeatedly
• Credit spreads widened
• USD strengthened Outcome: Equities rose for almost three years.
5. 2020–2021: Extreme concentration + rising yields, no correction
• Tech megacaps dominated
• Breadth weak
• Yields rose from 0.5% → 1.7% Outcome: S&P 500 gained ~40% before the 2022 inflation shock.
6. 1964–1966: Yields rose, breadth narrowed, no immediate correction
• 10 year yields rose
• Market concentration increased Outcome: Market rose for two more years before a mild correction.
Summary Table: Signals vs. No Correction
Signal Historical Episodes With No Correction
Rising yields 1995–96, 2013, 2004–06, 2017
Narrow breadth 2017, 2020–21
Strong USD 1995–96, 2013
Widening credit spreads 2004–06 (mild widening), 2013
2 year > Fed funds Multiple times in 2004–06 cycle
EM stress 2013, 2015
Total distinct episodes: 6 major multi year periods Total individual signals without correction: 15+ occurrences
This is the key point: These signals are not rare — and they often fail.
Final Synthesis
What’s wrong with the analysis?
It overstates certainty, uses a tiny biased sample, ignores counterexamples, double counts correlated signals, and treats historically noisy indicators as deterministic.
How often do similar conditions occur without a correction?
Frequently. At least six major historical periods saw the same warning signs without a meaningful correction, and at least 15 individual signal occurrences failed to predict downturns.
My subsequent question: Produce a corrected version of the AI’s analysis using a statistical framework that avoids the small sample problem and then list the signals that do have a strong predictive power.
Corrected verdict in one line: The original analysis correctly identifies real risks but overstates certainty; a robust statistical approach replaces small sample anecdotes with a multi signal, out of sample framework and shows only a handful of indicators have consistent predictive power.
Corrected analysis using a robust statistical framework
Framework summary: (1) Build a long panel dataset across markets and time (decades, multiple countries). (2) Define clear event windows (corrections = drawdowns >10% within 12 months). (3) Test candidate signals with out of sample rolling windows and cross validation to avoid look ahead bias. (4) Use multivariate models (logistic regression, random forest) with regularization to avoid overfitting and to measure incremental predictive value. (5) Report economic as well as statistical significance (ROC, precision, recall, and expected shortfall). (6) Perform falsification tests and count false positives (signal present, no correction) and false negatives (correction without signal). (7) Calibrate probabilities using bootstrapping to produce confidence intervals rather than point estimates. Why this fixes the small sample problem: it expands the sample across time and markets, enforces strict out of sample testing, and quantifies uncertainty with confidence intervals rather than single episode inference.
Implementation steps (practical)
• Assemble monthly data: equity returns, yields (2y, 10y), Fed funds, credit spreads, breadth metrics, valuation metrics (CAPE, market cap/GDP), USD index, commodity prices.
• Label correction events and create lagged predictors.
• Train models on rolling 10 year windows; test on subsequent 5 year windows.
• Bootstrap to get 95% CIs for predicted probabilities.
• Report hit rates and false positive rates; require a minimum economic edge (e.g., Sharpe improvement) before treating a signal as actionable.
Signals with strong predictive power (empirically robust)
Signal Predictive Power Typical Lead Time
Widening high yield credit spreads High; consistent recession/correction lead indicator 3–9 months.
Rapid, sustained rise in real yields (2y & 10y) Moderate–High when combined with tightening policy 1–6 months.
Extreme valuation metrics (CAPE, market cap/GDP) High for long term returns; low for short term timing 1–10 years (long horizon).
Severe breadth deterioration (advance decline divergence) Moderate; stronger when paired with rising yields 0–6 months.
Macro surprise inflation + policy surprise (PPI/CPI spike + Fed behind curve) Moderate; predictive when persistent 1–6 months.
Practical interpretation
• No single signal is decisive. The best predictive performance comes from combinations (e.g., rising yields + widening HY spreads + weak breadth).
• Always report uncertainty. Replace point probabilities (e.g., “80–90%”) with bootstrapped intervals (e.g., 30–65% with 95% CI).
Hi Roger,
I asked AI to help analyze the repercussions of your article (which I agree with), in order to calculate a probability of a correction. It provided the following analysis:
Based on historical analogues, the highest probability window for a correction is: 3–9 months from the signal, with a median of ~6 months. The probability of a correction within 12 months is historically ~80%.
Historical Lag Analysis (Signal → Correction)
Episode Signal Trigger Correction Start Lag
1987 Yields spike + narrow breadth Aug–Oct 1987 3–4 months
1994 2 yr > Fed funds Feb 1994 2–3 months
2000 Tech concentration + rising yields Mar 2000 6–9 months
2007 Credit spreads widen Jul 2007 4–6 months
2018 Powell tightening + yield spike Oct 2018 5–6 months
2022 Inflation shock + yields surge Jan 2022 3–5 months
Distribution of lags
• Shortest: 2–3 months; Longest: 9 months; Median: 5.5 months; Mean: ~5.3 months
This is the statistical basis for the probability table below.
Probability Table: When a Correction Is Likely
Assuming the “signal” is present now (June 2026):
Time Window Probability of Correction Rationale
0–3 months 25% Historically happens in fast moving bond shocks (1987, 1994)
3–6 months 40% This is the modal window (2007, 2018, 2022)
6–9 months 25% Typical for speculative bubbles unwinding (2000)
9–12 months 10% Rare but possible if liquidity remains strong
>12 months Fed funds, the Fed is “behind the curve,” and historically the Fed always tightens, either explicitly or implicitly (QT, guidance, liquidity withdrawal).
This tightening is what eventually breaks the equity rally.
So what does this imply for 2026?
Given the article’s conditions: 2 year > Fed funds; PPI running 6.6%; Narrow breadth; High yield spreads widening; USD strong; EM stress; AI driven concentration bubble
This is most similar to: 2000 (tech concentration); 2018 (Fed boxed in); 2022 (inflation shock)
Those three episodes had corrections within 3–7 months.
Therefore: The statistically most likely window for a correction is September 2026 – January 2027.
Final Assessment
The article is directionally correct, and historical data supports a high probability of a correction within 12 months, with the peak probability around 3–6 months.
This is not a prediction — it is a probability weighted estimate based on past cycles with the same macro signals.
I’d be curious to hear your thoughts
Regards,
Joe
Thanks Joe. I really appreciate you thinking about this in such an original way. And I am fascinated by the output. The only thing I would say is that using such a small historical sample (to produce the probabilities) is statistically insignificant. The consequence is that while the future may yet look like that which has been predicted (the market crashes), we would have to put it down to concidence rather than the probabilities assembled from the history we have. The next question to ask your LLM would be “what is deficient and wrong with the above analysis?”, or you might ask, “how many times different the conditions exist but did not lead to any menaingful correction?”