In the second week of August 2007, some of the most sophisticated quantitative hedge funds in the world suffered drawdowns that erased months or years of gains in a matter of days. Major quant funds, down nearly a quarter of their value in weeks. Leading quantitative shops—firms staffed with physicists and mathematicians, running strategies backtested across decades of data—all losing capital simultaneously.
The models weren’t broken. That was the bewildering part. The statistical relationships these funds exploited—value, momentum, mean reversion—hadn’t suddenly stopped working in any fundamental sense. The backtests still looked good. The math still checked out. What the models couldn’t see was each other.
Each shop had plenty of models—risk, execution, factor attribution—but they shared the same missing model: how crowded, reflexive systems behave when everyone’s edge is the same.
The quant quake, as it came to be called, was a crowding crisis. Too many funds had converged on similar strategies, holding similar positions, operating on similar timeframes. When one fund hit trouble and began liquidating, it pushed prices against every other fund running the same playbook. Their selling triggered more selling. The feedback loop was severe precisely because everyone’s “independent” models had led them to the same trades.
These weren’t amateurs fooled by complexity. They were experts fooled by the boundaries of their models. They had models for statistical arbitrage, for factor returns, for transaction costs and execution. What they lacked was a model for the system they had collectively become part of—a model that would have required ecology, or network theory, or an understanding of how intelligent agents pursuing identical strategies in a shared environment inevitably compete away the very returns they are chasing.
This is the disease of the one true model. And it afflicts brilliant people more than average ones, because brilliant people are more likely to have found a framework that works well enough, often enough, that they mistake it for complete.
Why Investing?
This newsletter is about multi-model thinking—the cognitive practice of holding multiple frameworks simultaneously and letting them interfere with each other productively. That is the actual subject. Investing is simply the backdrop.
But it is a useful backdrop, for a few reasons.
First, investing is complex in the technical sense. Asset prices sit at the intersection of human psychology, institutional structure, information dynamics, game theory, and economic fundamentals. No single discipline owns the phenomenon. This makes it a natural laboratory for multi-model thinking, because single models so reliably fail.
Second, investing provides feedback. Many domains let you hold wrong beliefs indefinitely—you can have a bad theory of history or art and never be conclusively refuted. Markets are less forgiving. Prices move. Predictions resolve. You can be wrong in ways that are unambiguous and costly. This feedback is humbling in a way that is useful for learning.
Third, investing is high-stakes enough to attract rigor. The quants who stumbled in 2007 weren’t casual thinkers. They were deploying the best statistical tools available, with real money on the line. That they still failed—that sophistication within a framework couldn’t save them—makes the case for multi-model thinking more vivid than it would be in a domain where the participants are less formidable.
So: we will use investing as the thread. But the skill being developed is general. It applies wherever you face complex systems that don't respect the boundaries of a single discipline. Investing just happens to be a domain where the consequences of single-model thinking are visible, measurable, and occasionally severe.
The Diversity Prediction Theorem
Scott Page, a complexity scientist at the University of Michigan, proved something remarkable about collective prediction. His Diversity Prediction Theorem can be stated simply:
Collective Error = Average Individual Error − Diversity of Predictions
(This applies technically to squared error, but the conceptual logic holds: diversity provides a mathematical credit against collective inaccuracy.)
Read that again. The accuracy of a crowd’s prediction depends on two factors: how good the individual predictions are, and how different they are from each other. Diversity isn’t just pleasant or fair—it is mathematically essential. A crowd of highly accurate but identical predictors will be no more accurate than any individual member. A crowd of moderately accurate but diverse predictors can be extraordinarily accurate, because their errors cancel rather than compound.
Page developed this theorem studying groups—how do you assemble a forecasting team, a jury, a committee? But the insight applies just as powerfully to the individual mind. Your mental toolkit is a crowd of one. And if that crowd consists of a single model applied with increasing sophistication, you are leaving accuracy on the table that no amount of refinement can recover.
The quant funds of 2007 were individually brilliant. But collectively, they were a crowd with no diversity. Their errors didn’t cancel; they compounded. Each fund’s model was a vote for the same positions, the same timing, the same vulnerabilities. Page’s theorem explains why individually smart people can be catastrophically wrong together.
Why Smart People Get Trapped
There is a seductive logic to mastering a single framework. Depth feels more rigorous than breadth. Expertise is legible, respected, defensible. If you are the person who really understands statistical arbitrage, or constitutional law, or evolutionary psychology, you have an identity, a brand, a claim to authority. The generalist, by contrast, seems dilettantish—a little bit of everything, mastery of nothing.
But this is a confusion of social reward with epistemic accuracy. The expert’s depth is genuinely valuable—within the domain where that expertise applies. The problem is that complex systems don’t respect domain boundaries. A stock price is simultaneously a statement about cash flows, about investor psychology, about liquidity conditions, about narrative momentum, about the positioning of everyone else trying to profit from the same insight. No single discipline owns the phenomenon.
The single-model expert has purchased depth at the price of blindness. And in complex systems, blindness is not merely ignorance of detail. It is vulnerability to the forces you cannot see.
Productive Interference
Page’s deeper insight is that diverse models don’t just add—they interfere. In physics, interference is what happens when waves overlap: sometimes they amplify, sometimes they cancel. The same thing happens with mental models.
Consider the quant funds again. A statistical-arbitrage model sees patterns in price data and bets on their continuation or reversal. An ecology model asks: how many other predators are hunting the same prey? A network model asks: what happens when connected nodes fail simultaneously? A reflexivity model asks: does the act of trading change the pattern being traded?
Each model alone gives a partial, potentially misleading signal. The statistical model says the trade is attractive. The ecology model warns that crowded trades have negative expected value precisely because they are crowded. The network model flags that correlated positions create systemic vulnerability. The reflexivity model notes that the very success of a strategy attracts capital that degrades it.
Held together—allowed to interfere—these models produce something richer. The statistical signal doesn’t disappear; it becomes a starting point, to be checked against questions it cannot answer on its own. The interference pattern is the insight.
This is not the same as saying “consider multiple perspectives”—a piece of advice so generic it communicates nothing. It is a structural claim: if you only ever generate one kind of prediction, you forfeit the error-canceling benefit that an ensemble of approaches can provide. In complex systems, that forfeiture is costly. The ceiling is set by the architecture of your approach, not just the effort you put into it.
Why This Matters Now
There is a reason multi-model thinking is becoming more urgent, and it has to do with the tools we are now working alongside.
AI executes within a framework with consistency and speed that humans can’t match. Within its domain of validity, it often outperforms us. But here is what AI doesn’t do: it doesn’t know when its model applies. It generates confident answers whether the framework fits or not.
This means the human value-add has shifted. It is no longer primarily about executing within a framework—the machine does that better. It is about knowing which framework applies to the situation at hand, and recognizing when you have crossed the boundary into a domain where the model breaks.
This is multi-model thinking. And it is now the scarce resource.
Research is beginning to confirm this. Studies of knowledge workers using AI find that performance improves dramatically for tasks inside the AI’s competence—but degrades, sometimes severely, for tasks outside it. What matters is not just domain expertise but workflow judgment: when to lean on the tool and when to override it.
After Garry Kasparov lost to Deep Blue, he popularized “centaur chess”—human-AI teams competing against each other. The striking result, observed in subsequent freestyle tournaments, was that the best centaurs weren’t the strongest chess players. They were people with good judgment about when to follow the machine and when to deviate. Weak humans with strong process beat strong humans with weak process.
If AI commoditizes single-model execution, then the skill that remains scarce is the ability to work across models—to hold frameworks loosely enough that you can switch between them as the situation demands.
What This Series Will Do
Over the coming months, this newsletter will do something unfashionable: borrow. We will take frameworks from information theory and ask what “knowing something” actually means when information is always relative to an observer. We will take ideas from evolutionary biology and ask why strategies decay even when nothing seems to have changed. We will use network science to understand why systems fail in correlated ways, ecology to understand competition for limited resources, and dynamical systems theory to understand why stable systems can suddenly reorganize.
Investing will be our running example, our laboratory, our source of concrete illustrations. But the goal is not to make you a better investor (though that might happen). The goal is to make you a better thinker in any domain where single models reliably fail—which is to say, any domain that matters.
This is harder than mastering one thing. It requires comfort with partial knowledge, tolerance for contradiction, willingness to hold frameworks loosely rather than gripping them as identities. It is less satisfying to the part of us that wants certainty and expertise.
But complex systems don’t care about our satisfaction. They are what they are: phenomena that sit at the intersection of multiple disciplines, resistant to any single framework’s explanatory ambitions. Understanding them requires a toolkit as varied as the phenomena themselves.
The discipline is in asking: what kind of problem could this be?
References & Further Reading
The Model Thinker: What You Need to Know to Make Data Work for You: Scott E. Page
What Happened to the Quants in August 2007?: Khandani & Lo
Navigating the Jagged Technological Frontier: Dell’Acqua, McFowland, Mollick et al.
Deep Thinking: Where Machine Intelligence Ends and Human Creativity Begins: Garry Kasparov
The Difference: How the Power of Diversity Creates Better Groups, Firms, Schools, and Societies: Scott E. Page



Hi Jon, great read as usual and very insightful diagnosis. I liked the idea that most catastrophic failures in complex systems don't come from bad models (and actually models are locally powerful), they come from model monoculture. 2007 wasn’t about quants being wrong on statistics, it was actually about everyone being right in the same way at the same time.
In an investing context, even world class rigor fails when applied inside the wrong system boundary. I thought the Page theory was excellent as it illustrates that a single brilliant model has a ceiling but a collection of them change the ceiling itself, and that when models collide, it's not noise (it's information).
To practice the thinking I tried to layer the thinking onto select episodes that led to the financial crisis in 2007/08, where the different actors used different models but relied on the same hidden assumptions:
1) Housing bubble - model told them it was safe
2) Securitization of debt - slicing mortgages into tranches looked like diversification but In reality everyone still depended on the same market and when the market weakened, everything weakened
3) Rating agencies locked in the monoculture through labelling securities and made the same risk acceptable everywhere
4) The famous Repo 105 - accounting tricks hid the fragility of the system and just made things look safer
So the financial crisis wasn't caused by bad actors or math, it's a system where everyone used the same models and no one modelled the system.
I think the article is brilliant at diagnosis, and how best to operationalize it to get better at decision making real time will be very interesting to see. Perhaps the core shift is to stop asking what does my model say, and deep diving into what kind of problem is this.
Look forward to following the series.
Another great post.
People who use models are actually engaged in a religious belief system, they believe the models work… Like the idea of a dung beetle pushing the sun across the sky. The hardest part of understanding models is to consider what is not included in the model that should be for it to fit reality. In 2007, liquidity was “assumed” which is why the models could not handle a liquidity crisis.
Normally things are excluded from the model (“Assumed”) because they cannot be managed. Liquidity is a systemic issue that cannot be managed by a single agent in the system. Unfortunately the regulators who are responsible for the system do not understand this and have imposed futile rules (based on their model) which make things worse for the economy as a whole. Being aware of the limits, or axioms, of your model is vital but rare. A better way for the system to handle liquidity (especially prime brokerage accounts) would be to introduce shared deposit schemes to protect depositors but that violates the free market beliefs of regulator’s bosses.
This is an important thread that you are pulling.