Chapter 03 · Part I · The case: Why decisions, not data or models

The world that didn't happen

pages 45–7326 figures5 tables

Uncertainty, causality and decision intelligence

1. The world that didn't happen#

Why high-stakes decisions need causal, counterfactual and self-aware intelligence, and why language models are not it

Black swans, Pearl's ladder of causation and action-to-outcome decisions, mapped to markets, CEOs and chief investment officers, and turned into fifteen requirements for AI that decides under uncertainty.

01 · uncertainty 02 · decisions 03 · intelligence
Beyond the bell curve Actions change the world A different approach
Chance, ignorance, black swans and the paths not taken. Not a classification but an intervention, in context. Probabilistic, causal, imaginative, aware of itself.

Summary

2. In brief#

Markets, boardrooms and investment committees are complex, partially observable worlds that change as people act in them. Deciding well there means reasoning about uncertainty that cannot be removed, causes that cannot be seen directly, and futures and pasts that never happened. That requires a kind of intelligence most AI does not have.

Uncertainty has several forms.

Chance cannot be reduced, ignorance can, and some events are unknowable in advance. Black swans live in the tails that bell-curve models call impossible.

History happened once.

Every dataset is one realised path among many that were possible. A model that learns only that path mistakes luck for structure and misses the crises that nearly happened.

Prediction is not causation.

Pearl's ladder separates seeing, doing and imagining. Decisions live on the upper rungs, which no amount of data on the lowest rung can reach.

A decision is an action that changes the world.

In Lorien Pratt's terms it links actions to outcomes through a causal chain, in a specific context, under constraints, for specific goals. It is not a diagnosis or a forecast.

Deciding follows a four-step intelligence flow.

Perceive the context (what should we look at?), diagnose causes and mechanisms (what are we looking at, and how does it work?), make counterfactual predictions (what will most likely, could and would happen?) and recommend in context (what should we do, given our context, constraints and goals?). Every outcome feeds the next analysis.

Truly intelligent decision AI needs a different approach.

Probabilistic, causal and counterfactual, built for partial observability and vast state spaces, multimodal, able to use humans as biased but valuable sources, aware of its own uncertainty, metacognitive, goal-and constraint-optimised, explainable, with memory, self-improvement, fast adaptation, planning and imagination that creates the data that does not exist.

The legacy toolkit assumes the problem away.

Mean-variance, normal distributions, asset buckets, bull-or-bear labels, a few ratios, three scenarios, correlations, numbers only and linear models each remove a feature of reality to fit the tool.

Language models are not that.

They predict plausible text. Their reasoning is a pattern of words that resembles reasoning, not a computation over a model of the world.

−20.5%fall of the S&P 500 on 19 October 1987, a single-day move a normal distribution of daily returns treats as effectively impossible.
1 pathof history is recorded in any dataset. The paths that could have happened, including the crises that did not, leave no data.
10194possible ways to pick and weight 50 stocks from 3,000 in 0.1% steps; a Go board has about 2 × 10170 legal positions (Tromp 2016).

Introduction

3. Deciding in a world that could have been different#

Every high-stakes decision, from a CEO's acquisition to a trader's position or a pension fund's hedge, is taken in a world that is uncertain in more than one way, whose causes are only partly visible, that responds to the action itself, and in which the most dangerous paths are the ones that have not happened yet. The data such a decision rests on is never wrong in itself. It is simply the record of one history, and every backtest, risk report and review that confirms a set-up confirms it against that one history.

This paper sets out what such decisions demand. Sections 1 to 3 describe the uncertainty: its forms, black swans, the realities that did not happen, and Pearl's ladder of causation. Sections 4 and 5 describe the decision: an action that changes the state of the world in a specific context, and the four-step intelligence flow, Perceive, Diagnose, Predict, Recommend, we use to reason about it. Section 6 shows where today's finance paradigms fall short: mean-variance, the bell curve, asset buckets, bull and bear labels, few dimensions, three scenarios, correlation, numbers only and straight lines. Section 7 turns to AI and sets out fifteen properties that intelligence in uncertain, complex environments requires. Section 8 explains why large language models, however fluent, are the wrong foundation for this task.

01

Uncertainty

4. The forms of uncertainty, and the black swan#

Calling everything “risk” hides the fact that different kinds of uncertainty call for different responses. Mixing them up is one of the most expensive mistakes in high-stakes decisions.

Aleatoric uncertainty is chance: randomness in the world that more data describes better but never removes. Epistemic uncertainty is ignorance: what we do not know yet but could learn. Unknowable uncertainty is where neither the outcomes nor their probabilities are known (Knight 1921); Dellermann (2017; 2020) calls this unknowable risk, because the data needed to estimate it does not yet exist.

ALEATORIC · CHANCE EPISTEMIC · IGNORANCE UNKNOWABLE · NOVELTY Randomness in the world itself. What we do not know but could. No reliable probabilities: the More data describes it better; Evidence, models and experts list of outcomes itself is it never makes it go away. shrink it. incomplete. true va ALEATORIC · CHANCE Randomness in the world itself. More data describes it better; it never makes it go away. Next-year return of a diversified portfolio 10 years or 100 years of data: the same width Manage with: sizing, diversification EPISTEMIC · IGNORANCE What we do not know but could. Evidence, models and experts shrink it. true value A target's true normalised margin The belief narrows as evidence is gathered or created Manage with: learn before committing UNKNOWABLE · NOVELTY No reliable probabilities: the list of outcomes itself is incomplete. modelled outcomes ? not yet imagined A new regime, a new technology, a pandemic, a rival nobody priced Probabilities cannot be fitted Manage with: robustness, options
Figure 1 Three forms of uncertainty, three different responses. Shapes are schematic.

For an AI system this taxonomy has a second dimension: what the uncertainty is about. There is uncertainty about the state of the world (what is true now, much of it unobserved), about the mechanisms of the world (which causes drive which effects, and whether they still hold after a regime change), and about the model itself (whether its parameters are right and whether the current situation lies inside the range it was built for). A system that reports one confidence number blends all of these, and the decision maker cannot tell whether to hedge, investigate or step back (Kendall and Gal 2017; Hüllermeier and Waegeman 2021).

THE MODEL ITSELF THE STATE OF THE WORLD THE MECHANISMS What is true now? What causes what, and does it still hold? Is this situation inside what I know? training experience ? today Credit Rates true state Earnings Demand A belief, not a fact: a cloud of Line width: strength of a cause; Far from anyt THE STATE OF THE WORLD What is true now? THE MECHANISMS What causes what, and does it still hold? THE MODEL ITSELF Is this situation inside what I know? true state A belief, not a fact: a cloud of states consistent with what is seen Rates Credit Demand Earnings ? Line width: strength of a cause; dashed: a link that may not exist training experience today Far from anything seen before: the model's answer cannot be trusted
Figure 2 What the uncertainty is about: the hidden state of the world, the causal mechanisms, and whether the model itself is on familiar ground. Schematic.

Black swans#

Nassim Taleb (2007) defined a black swan as an event that lies outside regular expectations, has an extreme impact and is explained convincingly only after the fact. The stock market crash of October 1987, the collapse of Long-Term Capital Management in 1998, the global financial crisis of 2008 and the pandemic shock of 2020 all fit. Two features matter for decision systems.

The first is the turkey problem. A turkey fed every day for a thousand days grows more confident with each meal that the farmer means well; its confidence peaks on the day before Thanksgiving (Taleb 2007). Strategies that sell volatility, run carry trades or use leverage have the same shape: long runs of small, steady gains that make the model look validated, followed by one loss that erases them. The data confirmed the model right up to the moment the model failed.

The second is fat tails. Bell-curve models drastically understate how often extreme moves occur. At the same volatility, a normal distribution expects a daily move of five standard deviations about once in seven thousand years; a modestly fat-tailed distribution expects it roughly once a year. Real markets behave far more like the second.

THE TURKEY PROBLEM HOW OFTEN IS A 5-SIGMA DAY? Bell-curve model Day 1,000: confidence at its peak CONFIDENCE FROM THE DATA once every 6,922 years Fat-tailed model (Student-t, 3 df) about once every 1.2 years 0.1 1 10 100 1k 10k 100k Day 1,001 YEARS BETWEEN 5-SIGMA DAYS (LOG SCALE) Day 1 Same volatil THE TURKEY PROBLEM Day 1,000: confidence at its peak Day 1,001 Day 1 CONFIDENCE FROM THE DATA Every observation confirms the model, until the one that ends it. Short volatility, carry and leverage strategies have this shape. HOW OFTEN IS A 5-SIGMA DAY? Bell-curve model once every 6,922 years Fat-tailed model (Student-t, 3 df) about once every 1.2 years 0.1 1 10 100 1k 10k 100k YEARS BETWEEN 5-SIGMA DAYS (LOG SCALE) Same volatility, different tails: the bell curve calls the event impossible, the fat-tailed model calls it routine.
Figure 3 Left: Taleb's turkey, fed for 1,000 days, grows more confident with every observation (schematic). Right: frequency of a daily move of five standard deviations or more, computed for a normal distribution and for a Student-t distribution with 3 degrees of freedom at the same volatility; 252 trading days a year.

What follows for decisions. Black swans cannot be predicted, but exposure to them can be designed. The right questions are not “what is the probability?” but “what happens to us if it occurs, and how do we stay robust or even gain?” A decision system must therefore model tails explicitly, flag when it is outside its experience, and value options that keep the future open.

02

The paths not taken

5. The realities of the world that didn't happen#

Every price series, set of accounts and track record is the record of one history. Many others were possible, were just as consistent with the underlying causes, and left no data.

A crisis that nearly occurred, a merger that nearly failed, a rate decision that could have gone the other way: these are real parts of the risk a decision maker faced, even though they never appear in a database. Taleb (2001) called them alternative histories. Statistically, history is a sample of size one from the distribution of possible worlds, and decision makers routinely treat that one sample as if it were the distribution.

History as one draw: ninety simulated paths from the same random process, one of them the realised history Start Today The realised history: the only path in the database what happened WHAT COULD HAVE HAPPENED Other paths: equally consistent with the same causes. Red ones contain a crisis that, this time, did not occur
Figure 4 History as one draw. Ninety simulated paths from the same random process; the gold path is the only one a dataset would record. Simulated, illustrative.
Who What the realised history shows What the unrealised histories would show
CIO A strategy that worked from 2008 to 2021, a period in which stocks and bonds rarely fell together The years, like 2022, in which they do; the strategy's true drawdown distribution
CEO The last acquisition succeeded, so the playbook works How often the same playbook fails under slightly different integration, rates or competitor moves
Markets A trader's best year Whether the same positions, under the paths that nearly happened, would have blown up the book
Board A manager's ten-year record The spread of records the same process could have produced: skill versus luck
THE HISTORIES A NO-SKILL MANAGER COULD HAVE HAD A manager with zero skill and 4% Record: +2.0% a year tracking error still beats +2% a year over ten years about 6% of the time. Among a hundred such managers, around 6 would show this record 6% of no-skill managers by luck alone. One history cannot do -4% -2% 0% +2% +4% AVERAGE ANNUAL EXCESS RETURN OVER 10 YEARS Record: +2.0% a year 6% of no-skill managers do at least this well THE HISTORIES A NO-SKILL MANAGER COULD HAVE HAD A manager with zero skill and 4% tracking error still beats +2% a year over ten years about 6% of the time. Among a hundred such managers, around 6 would show this record by luck alone. One history cannot tell skill from luck; the histories that could have happened can.
Figure 5 Skill or luck. Distribution of ten-year average excess returns for managers with zero skill and 4% annual tracking error (normal approximation); shaded: share that matches the record.

The consequence for AI is direct. A model trained only on the realised path learns its luck and calls it structure. To judge decisions by their quality rather than their outcome, a system must be able to generate the histories that did not happen, from a model of the causes, and evaluate decisions across all of them. That is a causal and counterfactual task, which is where Pearl's ladder comes in.

03

Causality

6. Pearl's ladder: seeing, doing, imagining#

Judea Pearl distinguishes three levels of causal reasoning. Each level answers questions that the levels below cannot, no matter how much data they have (Pearl 2009; Pearl and Mackenzie 2018).

3 COUNTERFACTUALS TYPICAL QUESTION WHAT CAN ANSWER IT Would the deal have failed if we had not cut R&D? Was the Causal model plus the facts of Imagining fund's return skill or luck? what happened P(y_x | x', y') 2 INTERVENTION TYPICAL QUESTION WHAT CAN ANSWER IT What happens to margin if we raise pr 3 COUNTERFACTUALS Imagining P(y_x | x', y') TYPICAL QUESTION Would the deal have failed if we had not cut R&D? Was the fund's return skill or luck? WHAT CAN ANSWER IT Causal model plus the facts of what happened 2 INTERVENTION Doing P(y | do(x)) TYPICAL QUESTION What happens to margin if we raise prices 5%? To the portfolio if we add duration? WHAT CAN ANSWER IT Experiments, or a causal model of the system 1 ASSOCIATION Seeing P(y | x) TYPICAL QUESTION What do equity returns look like when rates rise? Which firms resemble past winners? WHAT CAN ANSWER IT Statistics, machine learning, language models Each rung needs knowledge the rung below cannot supply. More data on rung 1 never reaches rung 2 or 3 (Pearl and Mackenzie 2018).
Figure 6 Pearl's ladder of causation, with questions from business and finance at each rung.

Rung 1, association, is about patterns in observed data: when X is seen, how likely is Y? Almost all of statistics and machine learning, including large language models, lives here. It is powerful for recognising regularities, and blind to why they hold.

Rung 2, intervention, asks what happens if we act: if we raise prices, add duration or acquire the target. The answer differs from rung 1 because acting changes the system. Firms that raised prices in the past may have done so because demand was strong, so the observed association between price rises and revenue says little about the effect of our own price rise. Confounding is the rule in business and markets, not the exception.

SEEING: P(revenue|price rise) DOING: P(revenue|do(price rise)) OBSERVED DATA VS CAUSAL EFFECT Strong demand Strong demand association: positive revenue change ✕ Price rise Revenue Price rise Revenue causal effect: negative Firms raise prices when demand is strong, Our own price rise does not create SEEING: P(revenue | price rise) Strong demand Price rise Revenue Firms raise prices when demand is strong, so price rises and revenue growth appear together. The link runs through demand. DOING: P(revenue | do(price rise)) ✕ Strong demand Price rise Revenue Our own price rise does not create demand. Cutting the arrow from demand leaves the true effect of price on revenue. OBSERVED DATA VS CAUSAL EFFECT association: positive causal effect: negative price change revenue change Simulated data: true effect of price on revenue is negative, yet the fitted line slopes upwards.
Figure 7 Why seeing is not doing. A confounder (demand) makes price rises look good for revenue; the intervention removes it. Scatter: 70 simulated firms.

Rung 3, counterfactuals, asks what would have happened had something been different, given what actually did happen. Was the fund's return skill or luck? Would the deal have failed without the cost cuts? Would the drawdown have been smaller with a different hedge? These are the questions behind attribution, accountability and learning from experience, and they require a causal model of the world combined with the facts of the specific case.

Why causality matters when only one path is observed#

A dataset is one draw from the worlds that could have happened. In that draw, many variables move together: some because one causes the other, others because of the particular conditions of that period. A correlation model cannot tell the two apart, and it gives weight to whatever predicted best in the one history it saw. A causal model separates them. Causal mechanisms are invariant: the effect of a cause on its outcome holds across environments, while incidental links change from one world to the next (Peters, Bühlmann and Meinshausen 2016; Schölkopf et al. 2021). Economists know the same point as the Lucas critique: relations estimated under one regime break when the regime, or the policy, changes (Lucas 1976).

That is why a causal model is more robust than correlation-based and traditional quantitative models. They are tuned to the one path that was observed. It is anchored in the mechanisms that generate all the paths, including those that did not happen. The figure shows the trade-off: in the recorded history, the correlation model looks better; in the worlds that did not happen, it is the one that fails.

1 · THE STRUCTURE 2 · FIT ON THE ONE OBSERVED PATH 3 · ACROSS 1,000 WORLDS THAT DID NOT HAPPEN Correlation model Correlation model 0.18 Cause Outcome 95th pct 2.35 Causal model Causal model 0.51 95th pct 0.55 World Correlate Prediction error in the recorded history. 0 1 2 3+ The correlation model wi 1 · THE STRUCTURE Cause Outcome Correlate World The cause drives the outcome in every world. The correlate follows the outcome only as tightly as this world allows. invariant mechanism world-specific link 2 · FIT ON THE ONE OBSERVED PATH Correlation model 0.18 Causal model 0.51 Prediction error in the recorded history. The correlation model wins: it leans on the correlate (weight 0.88 versus 0.12 on the cause), which tracked the outcome closely in this one world. 3 · ACROSS 1,000 WORLDS THAT DID NOT HAPPEN Correlation model 95th pct 2.35 Causal model 95th pct 0.55 0 1 2 3+ Prediction error in worlds where the correlate's link shifts. The causal model keeps its error; the correlation model's spreads.
Figure 8 Why causal models are robust when only one path is observed. Simulated: the outcome depends on the cause in every world; the correlate's link to the outcome is tight in the observed world and shifts across 1,000 simulated alternative worlds. Error is root-mean-square prediction error. After the invariance principle of Peters, Bühlmann and Meinshausen (2016).

Why this must be addressed, and how#

WHY

Decisions sit on rungs 2 and 3

Every decision is an intervention (rung 2), and every honest review of a decision is a counterfactual (rung 3). A system that only climbs to rung 1 can describe the past and extrapolate it, but it cannot say what an action will do or whether a past result was deserved. In markets, correlations learned on rung 1 also break precisely when regimes change.

HOW

Make the causal structure explicit

Represent causes and mechanisms explicitly, combining data with expert knowledge about how the system works. Use experiments and natural experiments where possible. Test invariance: mechanisms that hold across regimes are causal candidates; relations that flip are not. Then simulate interventions and counterfactuals from that structure.

04

The decision

7. Action to outcome: a decision changes the world#

Most AI is built to answer “what is this?” or “what will happen?”. A decision answers a different question: “if I do this, in this situation, what will happen to the things I care about?”

Lorien Pratt, a pioneer of decision intelligence, frames a decision as a chain from actions (the levers a decision maker controls) through intermediates to outcomes, influenced along the way by externals that are not under the decision maker's control, and judged against goals (Pratt 2019). Her causal decision graph makes that chain explicit, so that data, models and human expertise can each be attached to the link where they belong.

ACTIONS INTERMEDIATES OUTCOMES GOALS Revenue synergies Value per share over 5 years Acquire target at least 12% return on capital Volume and mix Free cash flow Price change CONSTRAINTS Integration cost Return on capital Net debt below 2.5x EBITDA Capex plan Investment-grade rating kept No dilution a ACTIONS Acquire target Price change Capex plan INTERMEDIATES Revenue synergies Volume and mix Integration cost Leverage OUTCOMES Free cash flow Return on capital Rates Competitor response Demand EXTERNALS not under your control GOALS Value per share over 5 years at least 12% return on capital CONSTRAINTS Net debt below 2.5x EBITDA Investment-grade rating kept No dilution above 10%
Figure 9 A causal decision graph in the style of Pratt (2019) for an acquisition decision: actions act on the world through intermediates, alongside externals, to produce outcomes judged against goals and bounded by constraints. Illustrative.

Three properties separate an action-to-outcome decision from a diagnosis or a prediction.

01 · IT CHANGES THE STATE OF THE WORLD

The action is part of the system

A forecast of rates does not move rates. A large trade moves prices, an acquisition changes a competitor's behaviour, a public allocation shift changes what others do. The decision is an intervention, so its effect cannot be read off historical correlations.

02 · IT IS CONTEXTUAL

The same action, different results

A price rise works in one demand regime and fails in another; leverage creates value at 3% rates and destroys it at 6%. The effect of an action depends on the state of the world when it is taken.

03 · IT SERVES GOALS WITHIN CONSTRAINTS

“Best” is defined by you

The best acquisition for a firm with a covenant at 2.5x leverage differs from the best for one without. Goals, risk preferences and constraints are not afterthoughts; they define what a good decision is.

THE SAME ACTION, TWO WORLDS 12% Adding debt to a business that earns 5% on its assets raises the return on Borrowing at 3% 9% RETURN ON EQUITY equity when money costs 3%, and lowers it when money costs 6%. 6% no debt: 5% The action is identical. The context decides whether it creates or destroys val 0x 0.5x 1x 1.5x 2x 0% 3% 6% 9% 12% LEVERAGE (DEBT TO EQUITY) RETURN ON EQUITY Borrowing at 3% Borrowing at 6% no debt: 5% THE SAME ACTION, TWO WORLDS Adding debt to a business that earns 5% on its assets raises the return on equity when money costs 3%, and lowers it when money costs 6%. The action is identical. The context decides whether it creates or destroys value. Return on equity = ROA + (ROA − rate) × D/E.
Figure 10 Context decides the effect of an action. Return on equity for a business earning 5% on assets, by leverage, at two borrowing costs (no taxes).
Diagnosing Prediction Action-to-outcome decision
What is this, and what drives it? What will happen? What should we do, given what we want?
Is this borrower high risk, and why? What will default rates be next year? Which lending policy maximises risk-adjusted return within our capital limits?
02 Diagnose 03 Predict 04 Recommend
A state and the drivers behind it A distribution of outcomes An action, with its trade-offs made explicit
Data, plus knowledge of the mechanisms Data, plus a model of what drives outcomes A causal model, goals, constraints and the set of possible actions
None None (assumed) Changes it; others respond
1, reaching towards 2 1 2 and 3
Context only Rarely Always
Partly Yes No: by outcomes across possible worlds
The right label for the wrong reason An accurate forecast that points to no lever The best action for the one history that happened
A leveraged, crowded state with a feedback loop The distribution of rate moves, tails included The hedge ratio and collateral buffer to hold

Question

Example

Step in the intelligence flow

Output

What it needs

Effect on the world

Pearl's rung

Needs context, goals, constraints

Can be judged by accuracy alone

Typical failure

In a hedging decision

DIAGNOSE PREDICT DECIDE What is this, and what drives it? What will happen? What should we do, given what we want? most likely Leverage Policy A Sector cycle Policy B Borrower Refinancing wall stress tail state: high risk Policy C Management chosen: B capital limit 0% 5% 10% A label plus the drivers DIAGNOSE What is this, and what drives it? PREDICT What will happen? DECIDE What should we do, given what we want? Borrower state: high risk Leverage Sector cycle Refinancing wall Management A label plus the drivers behind it, ranked by how strongly they act. Pearl's rung 1, reaching towards 2. 0% 5% 10% most likely stress tail Next year's default rate as a distribution. Accurate or not, it does not say which lever to pull. Policy A Policy B Policy C capital limit chosen: B Risk-adjusted return of each policy, simulated across possible worlds and chosen within the limit. Rungs 2 and 3. Schematic. Each step needs the one before it; only the last one changes the world.
Figure 11 Diagnosing, predicting and deciding, for one lending question. Schematic numbers.

05

The intelligence flow

8. Four steps from context to action#

A decision is an intervention in a specific context, so it cannot be produced in one step. Our intelligence flow has four steps, Perceive, Diagnose, Predict and Recommend, each answering its own question. Each step is one component of every analysis.

THE INTELLIGENCE FLOW: FOUR STEPS, ONE LOOP 01 02 03 04 Perceive context Causal diagnosis Counterfactual prediction Contextual optimisation What should we look at? What are we looking at, What will most likely, What should we do, and how do the mechanisms could, and would happen? given our context, THE INTELLIGENCE FLOW: FOUR STEPS, ONE LOOP 01 Perceive context What should we look at? Decision-centric scoping: ontology, true peer set, signals that bear on it RUNG 1 · SEEING 02 Causal diagnosis What are we looking at, and how do the mechanisms work? State, drivers, causal structure RUNG 1 TO 2 03 Counterfactual prediction What will most likely, could, and would happen? Forecast, full range with tails, effect of each action RUNGS 2 AND 3 · DOING, IMAGINING 04 Contextual optimisation What should we do, given our context, constraints and goals? Best action, trade-offs explicit DECISION · ACTION TO OUTCOME Act, remember and learn: every outcome updates the scope, the diagnosis and the predictions
Figure 12 The intelligence flow: Perceive, Diagnose, Predict, Recommend, with each step's place on Pearl's ladder.

01

Perceive · Perceive the context · What should we look at? The financial universe is far too vast to analyse in its entirety. No amount of data or compute will capture every ticker or variable, so more data is not the answer; decision-centric scoping is. Defining the context starts from the transaction or valuation decision itself: establishing the underlying ontology, selecting the true peer set, and isolating the specific signals that bear directly on the outcome.

02

Diagnose · Causal diagnosis of context and mechanisms · What are we looking at, and how do the mechanisms work? Two diagnoses. First, the state: what situation is this, what is driving current outcomes, which exposures are really the same bet under different labels. Second, the mechanisms: which causes drive which effects, how strongly, through which intermediates, and whether those relations hold across regimes or flip. This is the step from Pearl's first rung towards the second: from what moves together to what causes what.

03

Predict · Counterfactual prediction · What will most likely happen, what could happen, and what would happen? Three questions, three kinds of output. What will most likely happen is a calibrated forecast, as a distribution. What could happen is the full range, including tails, black swan stress paths and imagined futures that have no precedent in the data. What would happen is the counterfactual: the outcome under action A versus action B, and what would have happened had we acted differently in the past, which is Pearl's second and third rungs.

04

Recommend · Contextual optimisation · What should we do, given our context, constraints and goals? Search the space of possible actions for the one that best serves the decision maker's goals across the simulated futures, within hard constraints such as leverage limits, liquidity, mandate and risk budget. The answer is contextual: the best action for this firm, in this regime, with these goals. Trade-offs are made explicit, so people can choose, own and explain the decision.

The loop closes. Every decision, its context and its reasoning are stored, and each outcome updates the scope, the diagnosis and the predictions. Skipping a step is the common failure: recommending without counterfactual prediction optimises for the one history that happened.

Step CEO · acquisition CIO · strategic allocation Markets · position
01 Perceive Which signals about target, market and rivals bear on value Exposures, regime signals, committee views Flows, positioning, central bank signals that matter for this trade
02 Diagnose Which levers really drive the target's value and how integration changes them True drivers behind the asset-class labels; shared bets What is moving the price, and whether the mechanism still holds
03 Predict Likely, possible and counterfactual outcomes of acquire, partner or wait Funding-ratio paths under each allocation, including regime breaks P&L paths for each size, including gap and squeeze scenarios
04 Recommend Price, structure and timing within leverage and rating limits The allocation on the efficient frontier the trustees choose Size and hedge within risk budget and liquidity

06

The legacy toolkit

9. Where today's finance paradigms fall short#

Most of the analytical toolkit in finance was built for a world of scarce computing power. Each tool was a sensible simplification at the time. Together they assume away exactly the features of the world described in this paper: fat tails, causes, regimes, high dimensionality and paths that did not happen.

Legacy paradigm What IT assumes What the world is like What IT costs
Mean-variance Risk is volatility; up and down moves count alike Asymmetric: losses cluster, crashes are larger than rallies Portfolios that look diversified and fail in the left tail
Normal distribution Extreme moves are vanishingly rare Fat tails: 5-sigma days happen every few years Risk limits, VaR and capital set too low
Labels and buckets Assets with different names behave differently Many labels load on the same few drivers Hidden concentration; diversification that disappears under stress
Bull or bear One market regime describes the situation Macro, sector and corporate cycles interact at different speeds The same signal read the same way in very different states
Low dimensionality A few ratios capture what matters Outcomes depend on many interacting features Firms that look alike are treated alike, and are not
Point forecast or three scenarios The future fits on one line or one slide A distribution with tails and many paths No view of how bad it can get or how likely
Correlation Past co-movement will persist and reveals cause Correlations flip when regimes change; confounding is common Hedges that fail when needed; actions based on spurious links
Numbers only What matters is in structured data Text, voice, networks and human judgment carry much of the signal The soft information that decides outcomes is ignored
Linear models Effects scale proportionally Thresholds, feedback loops and cascades Risk understated exactly where it matters
Static and backward-looking The fitted past is a guide to the future The rules change during the game Models that are right until the moment they are not

Symmetric risk and the bell curve#

Mean-variance optimisation, the foundation of modern portfolio theory (Markowitz 1952), measures risk as variance. Variance treats a 10% gain and a 10% loss as equally bad and is blind to the shape of the distribution. Two assets with identical mean and volatility can carry very different risks of ruin. Combined with the assumption of normally distributed returns, it understates the tails that black swans live in (Section 1).

SAME MEAN, SAME VOLATILITY, DIFFERENT RISK Normal distribution Calm months plus rare crashes worst 1% of months -13.7% Both have a mean of 0.5% and a volatility of 4% a month, so a mean- variance optimiser sees one asset. -8.8% Their worst 1% of months differ: -8.8% against -13.7%. -15% -10% -5% 0% -15% -10% -5% 0% 5% 10% MONTHLY RETURN -8.8% -13.7% worst 1% of months SAME MEAN, SAME VOLATILITY, DIFFERENT RISK Normal distribution Calm months plus rare crashes Both have a mean of 0.5% and a volatility of 4% a month, so a mean- variance optimiser sees one asset. Their worst 1% of months differ: -8.8% against -13.7%.
Figure 13 Mean-variance is blind to shape. Both distributions have the same mean and standard deviation; the blue one is 95% calm months and 5% crash months. The 1% quantiles are computed.

Labels instead of drivers#

Portfolios are organised in asset-class buckets, and companies in sector and style labels. Similarity is judged by the label. But labels are administrative; risk is driven by underlying factors such as global growth, real rates, liquidity and inflation. Five buckets can be one bet.

FIVE ASSET CLASSES, EXPOSURE TO THE DRIVERS BENEATH THEM Global growth Real rates Credit and liquidity Inflation Specific Five labels, Listed equity one dominant 55% 15% 15% 5% 10% bet: most of the risk is High-yield credit 45% 10% 35% 5% 5% global growth and liquidity. Private equity 50% 10% 30% 5% FIVE ASSET CLASSES, EXPOSURE TO THE DRIVERS BENEATH THEM Global growth Real rates Credit and liquidity Inflation Specific Listed equity 55% 15% 15% 5% 10% High-yield credit 45% 10% 35% 5% 5% Private equity 50% 10% 30% 5% 5% Real estate 30% 35% 20% 10% 5% Infrastructure 25% 40% 15% 15% 5% Five labels, one dominant bet: most of the risk is global growth and liquidity. Share of each asset class's risk explained by each driver. Illustrative, not estimated.
Figure 14 Labels are not drivers. The highlighted column shows the shared bet that a bucket view hides. Illustrative numbers.

Bull or bear, instead of nested regimes#

Market commentary reduces the state of the world to one word. Real decisions face several cycles at once, each with its own rhythm: the economic cycle, the sector cycle and the lifecycle of the company itself. The same earnings miss means something different for a maturing company in a sector trough during a late expansion than for a growth company in an upswing. Regime awareness means modelling these layers and their interaction, not a single switch.

ONE LABEL VERSUS THE REGIMES THAT ACTUALLY INTERACT Bull Bear Bull Bear Bull Bull or bear Recovery Expansion Slowdown Recovery Expansion Slowdown Recovery Economic cycle Upswing Peak Downswing Trough Upswing Peak Sector cycle Start-up Growth Maturity Renewal Corporate decision lifecycle “Bull market ONE LABEL VERSUS THE REGIMES THAT ACTUALLY INTERACT Bull or bear Bull Bear Bull Bear Bull Economic cycle Recovery Expansion Slowdown Recovery Expansion Slowdown Recovery Sector cycle Upswing Peak Downswing Trough Upswing Peak Corporate decision lifecycle Start-up Growth Maturity Renewal Today “Bull market” says one thing. The decision faces three regimes at once: late expansion, a sector trough, a company maturing.
Figure 15 Nested regimes. A single bull or bear label hides the interaction of the economic, sector and corporate cycles that a decision actually faces. Schematic timelines.

Few dimensions, three scenarios, straight lines#

Screens and models compress firms into a handful of ratios, the future into a base, bull and bear case, and relationships into straight lines. Each compression is convenient and each loses exactly the information that matters most under uncertainty: the features that make two similar-looking firms different, the probability mass beyond the bear case, and the thresholds where small changes trigger large effects.

WHAT THE SCREEN SEES WHAT DECIDES THE OUTCOME Company B Company A P/E Revenue Leverage Customer Pricing Management Supply-chain Rate growth concentration power quality exposure sensitivity WHAT THE SCREEN SEES WHAT DECIDES THE OUTCOME P/E Revenue growth Leverage Customer concentration Pricing power Management quality Supply-chain exposure Rate sensitivity Company A Company B
Figure 16 Low versus high dimensionality. Two companies identical on the two screening metrics and opposite on the six that decide the outcome. Illustrative.
BEAR, BASE, BULL VERSUS THE DISTRIBUTION OF ONE-YEAR RETURNS Bear -10%·p25% Base +6%·p50% Bull +18%·p25% 14% of outcomes are worse than the bear case -50% -40% -30% -20% -10% 0% 10% 20% 30% -50% -40% -30% -20% -10% 0% 10% 20% 30% BEAR, BASE, BULL VERSUS THE DISTRIBUTION OF ONE-YEAR RETURNS Bear -10%·p25% Base +6%·p50% Bull +18%·p25% 14% of outcomes are worse than the bear case
Figure 17 Three scenarios versus a distribution. The distribution is a 90/10 mix of a normal year and a crisis year (illustrative); the share beyond the bear case is computed from it.
THREE SCENARIOS, EACH ONE IN THREE MILLIONS OF SCENARIOS, EACH WITH ITS OWN LIKELIHOOD Bull +18% p = 1/3 Base +6% p = 1/3 bear case Bear −10% p = 1/3 Each path is weighted by how likely it is; 14% of these end below the Three stories, weighted alike. No tail, no paths in between, no idea how likely THREE SCENARIOS, EACH ONE IN THREE Bull +18% p = 1/3 Base +6% p = 1/3 Bear −10% p = 1/3 Three stories, weighted alike. No tail, no paths in between, no idea how likely each outcome really is. MILLIONS OF SCENARIOS, EACH WITH ITS OWN LIKELIHOOD bear case Each path is weighted by how likely it is; 14% of these end below the bear case. 420 paths drawn here; a full simulation runs millions, so the tails are measured rather than guessed.
Figure 18 Three equally likely scenarios versus many simulated scenarios, each with its own likelihood. Paths drawn from the same 90/10 mix of a normal and a crisis year as the previous figure (illustrative).
100% range seen in the data True relationship: a threshold PROBABILITY OF DISTRESS Linear model fitted on the data Within the range the data covers, the line looks fine. At 6x leverage 50% it says 9% when the truth is 83%. Defaults, margin calls, bank runs and squeezes are thresholds, not slopes. 0% range seen in the data 0x 1x 2x 3x 4x 5x 6x 7x 0% 50% 100% NET DEBT / EBITDA PROBABILITY OF DISTRESS True relationship: a threshold Linear model fitted on the data Within the range the data covers, the line looks fine. At 6x leverage it says 9% when the truth is 83%. Defaults, margin calls, bank runs and squeezes are thresholds, not slopes.
Figure 19 Linear versus non-linear. A distress probability with a threshold, and a straight line fitted to the range the data covers. Illustrative function.

Correlation, numbers only, and a static past#

Three more simplifications complete the toolkit. Each looks harmless on its own, and each fails in the situations that matter most.

Correlation

Correlation-based tools assume that past co-movement will persist and is informative about cause; Section 3 showed why neither holds. The relation between stocks and bonds is the standard case. It was positive through much of the 1980s and 1990s, negative for two decades after 2000, and positive again in 2022, when stocks and bonds fell together. A hedge learned in one regime fails in the next.

STOCK–BOND CORRELATION: ONE SIGN FOR TWENTY YEARS, THEN THE OTHER where most of today's hedges were learned A hedge learned between 2001 and 2021 assumed bonds positive rise when stocks fall. The correlation was not a 0 law. It was the output of one inflation and policy regime, and it flipped with n where most of today's hedges were learned positive 0 negative 1985 1995 2005 2015 2025 2022 STOCK–BOND CORRELATION: ONE SIGN FOR TWENTY YEARS, THEN THE OTHER A hedge learned between 2001 and 2021 assumed bonds rise when stocks fall. The correlation was not a law. It was the output of one inflation and policy regime, and it flipped with the regime. Schematic, after the widely documented sign change in the US stock–bond correlation.
Figure 20 Correlation is a regime, not a law. Schematic of the sign changes in the stock–bond correlation.

Numbers only

Tools that only read numbers ignore the text, voice, networks and human judgment in which much of the signal arrives: the tone of an earnings call, a changed clause in a loan agreement, who lends to whom, an operator's doubt about an integration plan. A change in the world often shows up in these sources first and in the reported ratios last.

WHAT A NUMBERS-ONLY MODEL READS, AND WHAT IT MISSES Numbers prices, ratios, reported accounts waterline: what is in structured data Text filings, news, contracts Voice earnings calls, meetings much of the signal arrives here first Human judgment Networks operators, analysts, committees suppliers, ow WHAT A NUMBERS-ONLY MODEL READS, AND WHAT IT MISSES Numbers prices, ratios, reported accounts waterline: what is in structured data Text filings, news, contracts Voice earnings calls, meetings Human judgment operators, analysts, committees Networks suppliers, owners, lenders much of the signal arrives here first
Figure 21 Numbers only. What structured data captures, and where much of the decision-relevant signal arrives. Schematic.

A static past

Models fitted once to the past are, by construction, tuned to a world that has already moved on. The error does not arrive in one break. It grows a little in every period since the fit, and stays invisible until a regime change exposes it.

A MODEL FITTED ONCE, IN A WORLD THAT KEEPS MOVING fitting window How the world responds What the model assumes SENSITIVITY error grows No single break is needed. The gap opens a little in every period, and stays invisible until a regime change exposes it. TIME SINCE THE MODEL WAS FITTED Schematic. fitting window TIME SINCE THE MODEL WAS FITTED SENSITIVITY error grows A MODEL FITTED ONCE, IN A WORLD THAT KEEPS MOVING How the world responds What the model assumes No single break is needed. The gap opens a little in every period, and stays invisible until a regime change exposes it. Schematic.
Figure 22 A static past. A model fitted once drifts away from a world that keeps changing. Schematic.

The pattern. Every one of these simplifications removes a feature of reality to make the problem fit the tool. The approach in the rest of this paper reverses that: it builds tools that fit the problem, probabilistic, causal, regime-aware, high-dimensional, multimodal, non-linear and adaptive.

07

The shift to AI

10. Intelligence in uncertain, complex worlds needs a different approach#

If decisions are interventions in uncertain, partially observable, causally structured worlds, then AI that supports them must be built for that, not adapted from systems built to complete text or classify images.

Fifteen properties follow from the argument of this paper. They fall into three parts: how the system sees the world, what it knows about itself, and how it decides, learns and imagines. Each serves one or more steps of the intelligence flow.

  • INTELLIGENCE STEP · PROPERTIES IT DEPENDS ON MOST
  • 01 Perceive context · Partial observability, multimodality, humans as a source, memory, fast adaptation
  • 02 Causal diagnosis · Causal modelling, awareness of uncertainty about mechanisms, explainability
  • 03 Counterfactual prediction · Probabilistic, causal and counterfactual, awareness of the model's own uncertainty, metacognition, imagination
  • 04 Contextual optimisation · Vast state spaces, goal, context and constraint optimisation, planning, explainability, recursive self-improvement

Part 1 · Seeing the world as it is#

The first six properties decide what the system can represent and what it learns from: a world that is uncertain, causal, only partly visible and vast, observed through many kinds of evidence, including people.

01 · PROBABILISTIC

Distributions, not answers

Every output is a distribution with tails, because the world is uncertain and the decision depends on the whole range, not the midpoint. A point forecast of next year's return hides the drawdown that breaks the mandate.

02 · CAUSAL AND COUNTERFACTUAL

Rungs 2 and 3 of the ladder

An explicit model of mechanisms, so the system can answer what an action will do and what would have happened otherwise. Correlations alone break when regimes change.

03 · BUILT FOR PARTIAL OBSERVABILITY

Never the whole state

The system acts on beliefs about a state it cannot fully see (Kaelbling, Littman and Cassandra 1998). This is not a limitation of the model that more compute or data will remove: intentions, private information, other players' strategies and decisions not yet taken are unobservable by nature.

04 · BUILT FOR VAST STATE SPACES

Search, not enumeration

A single portfolio has more possible configurations than a Go board, and its rules change during the game. The system must search and approximate intelligently, focusing computation where decisions are sensitive.

05 · MULTIMODAL

All the evidence, in one representation

Tables, time series, networks, text, audio from earnings calls, images. Each modality carries part of the state; none is sufficient alone.

06 · HUMANS AS A SOURCE

Biased, noisy and invaluable

People hold soft knowledge no database has: management quality, intent, context, what is new. Their judgments are biased and noisy, so the system elicits them in structure, aggregates them, measures each person's track record and debiases them, rather than ignoring or blindly following them.

THE STATE OF THE WORLD

Every firm, person, intention, contract and decision not yet taken. It exists, but no one observes it whole.

WHAT IS RECORDED

Prices, filings, transactions, text. Large, growing, and still only the visible surface of the state.

WHAT YOUR MODEL SEES

The slice that reaches your data pipeline, today, with lags and errors. More compute does not enlarge it.

Hidden by nature: intentions, private information, other players' strategies,

and the decisions that will create tomorrow's data.

Figure 23 A partially observable world. Data grows inside the inner circles; the outer circle stays largely hidden. Schematic.

Part 2 · Knowing itself#

The next two properties turn the system on itself: what it is uncertain about, and whether its own confidence is earned.

07 · AWARE OF THREE UNCERTAINTIES

About the world, its mechanisms and itself

Uncertainty about the current state, about the causal mechanisms and whether they still hold, and about the model's own parameters and validity, reported separately so each gets the right response.

08 · METACOGNITIVE

Knowing what it knows

The ability to monitor its own reasoning: to recognise when a situation is outside its experience, when its confidence is not earned, when to defer to a human, and when to wait or gather more information rather than act.

UNAWARE OF ITS OWN UNCERTAINTY AWARE OF ITS OWN UNCERTAINTY where data exists new territory where data exists new territory Band too narrow: confident and wrong Band widens: the model says it does not know Dashed: the true relationship. Line and band: the model's estimate and its stated uncertainty. UNAWARE OF ITS OWN UNCERTAINTY where data exists new territory Band too narrow: confident and wrong AWARE OF ITS OWN UNCERTAINTY where data exists new territory Band widens: the model says it does not know Dashed: the true relationship. Line and band: the model's estimate and its stated uncertainty. Schematic.
Figure 24 Metacognition in one picture: a model that knows where its knowledge ends.

Part 3 · Deciding, learning and imagining#

The last seven properties turn a model of the world into action, and action into experience: deciding for the decision maker's goals, remembering, adapting, and imagining the data that does not exist yet.

09 · GOAL, CONTEXT AND CONSTRAINT OPTIMISED

Best for you, here, now

The objective is the decision maker's goals, risk preferences and hard constraints in the current context, not generic accuracy or a benchmark.

12 · MEMORY

Experience that accumulates

Every decision, its context, reasoning, alternatives and outcome is stored and retrievable. Institutional memory stops walking out of the door.

10 · EXPLAINABLE

Drivers, scenarios, trade-offs

Every recommendation traces to the causes, scenarios and trade-offs behind it, so people can challenge it, own it and answer for it to boards, clients and regulators.

13 · RECURSIVELY SELF- IMPROVING

Learns from outcomes and counterfactuals

The system improves its world model, its weighting of human and machine sources, and its own reasoning from results, under governance that keeps every change auditable.

11 · PLANNING

Decision lifecycles, not single moves

Decisions are sequential: stage an investment, keep an option, rebalance later. The system plans over a learned model of the world, as game-playing systems do (Schrittwieser et al. 2020), while respecting that the rules change.

14 · FAST ADAPTATION

Learning in context

Regimes change faster than models can be retrained. In-context learning lets a model adapt from a handful of new observations at inference time (Hollmann et al. 2025).

Regime change

Static model: error stays high until retrained

FORECAST ERROR

In-context learner: adapts within a few observations

TIME

Schematic: what matters is how fast error recovers after the world changes, not how low it was before.

Figure 25 Fast adaptation: a regime change seen by a static model and by a model that learns in context.

15 · IMAGINATIVE Simulating the futures, and pasts, that did not happen, and learning from them This is where the threads of the paper meet. History is one sample; black swans are absent from it by definition; much of the data a decision needs does not exist yet. An imaginative system creates that d 15 · IMAGINATIVE Simulating the futures, and pasts, that did not happen, and learning from them This is where the threads of the paper meet. History is one sample; black swans are absent from it by definition; much of the data a decision needs does not exist yet. An imaginative system creates that data. It uses its causal world model to generate futures and alternative histories, then keeps only those worth learning from. Three criteria decide, adapted from research on open-ended learning and curiosity (Schmidhuber 2010; Hughes et al. 2024): CRITERION 1 OF 3 NOVEL Not already known The scenario is not in the data or the system's memory: a regime that has not occurred, a combination of shocks never seen together, a competitor move no one has priced. CRITERION 2 OF 3 LEARNABLE Grounded in mechanisms It is consistent with the causal structure the system knows, so it is plausible rather than fantasy, and the model can actually improve from it. Random noise is novel but teaches nothing. CRITERION 3 OF 3 USEFUL OR SURPRISING It changes the decision It would alter the recommended action, break the current plan or reveal a hidden concentration. For a CIO: a path where private credit and equities draw down together. For a CEO: an integration failure that coincides with a rate shock. 1,000,000 Imagined futures generated by the causal world model 120,000 Novel not already in data or memory 18,000 Learnable consistent with known mechanisms; the model can improve from them 600 Useful or surprising would change the decision, or break the current plan IMAGINATION WITH A PURPOSE: FROM GENERATED FUTURES TO NEW, DECISION-RELEVANT DATA The survivors become data that did not exist: stress tests, training cases and early-warning signals. Counts are illustrative. Figure 26 Imagination as a filter: generate many futures, keep those that are novel, learnable and useful or surprising. Criteria after Hughes et al. (2024) and Schmidhuber (2010).

Applied to the uncertainty described in Section 1, imagination does different work for each form. For chance, it fills the tails that the realised history under-samples. For ignorance, it shows which unknown matters most and so which evidence to buy first. For novelty, it cannot produce probabilities, but it can produce stress tests and early-warning signals for situations that have never happened, so that the first time is not a complete surprise.

08

A fair question

11. Why language models are pseudo-reasoning, and not the right foundation#

Large language models are extraordinary at reading, summarising and conversing. They belong in the toolkit as an interface. They are not a decision engine, because what looks like reasoning is a different process.

A language model is trained to predict the next token of text. When it produces a chain of reasoning, it generates text that has the form of reasoning seen in its training data. Often that text is right. But the process is association on Pearl's first rung, applied to words rather than to the world: there is no explicit model of causes, no calibrated distribution over outcomes, no search over actions against your constraints. The result is reasoning-shaped output, which is why we call it pseudo-reasoning.

THE SAME QUESTION, ASKED TWENTY TIMES Language model twenty fluent answers Decision engine tail path one computed distribution -25% -20% -15% -10% -5% 0% 5% 10% 15% ANSWER: PORTFOLIO DRAWDOWN IF RATES RISE 100 BP AND AI CAPEX REVERSES -25% -20% -15% -10% -5% 0% 5% 10% 15% ANSWER: PORTFOLIO DRAWDOWN IF RATES RISE 100 BP AND AI CAPEX REVERSES THE SAME QUESTION, ASKED TWENTY TIMES Language model twenty fluent answers Decision engine one computed distribution tail path
Figure 27 Pseudo-reasoning versus computed reasoning. Illustrative: the language-model answers are a schematic of answer-to-answer variation, not measured outputs.

Two objectives, and two rungs of the ladder#

The clearest way to see the difference is to ask what each system is built to optimise. A language model is trained to maximise the likelihood of the next token given the text before it. A decision system is built to choose the action with the best expected outcome under a posterior over the states the world could be in, given a mandate and constraints. These are not two routes to the same place. The first objective is satisfied by text that reads as the training corpus reads; the second is satisfied only by an action that performs well across the worlds that could happen. A model can score perfectly on the first and have nothing inside it that corresponds to the second.

In the vocabulary of Section 3, a language model works on the first rung of Pearl's ladder, and it works there on words rather than on the world. It learns which statements tend to follow which. The second and third rungs, intervention and counterfactuals, require a structural causal model: variables, the mechanisms that connect them, and the ability to hold one variable fixed and recompute the rest. Without such a model there is no do-operator (Pearl 2009), so the question “what happens if we act” cannot be evaluated; it can only be answered with the text that usually follows such a question. The same holds for “what would have happened had we not acted”, which Section 2 showed is the question every high-stakes decision turns on.

Five consequences follow, each the mirror image of a property in Section 7.

A sample from a text distribution is not a posterior over outcomes. When a language model answers, it draws one sequence from a distribution over text. That distribution is not a distribution over outcomes in your world, and it does not separate chance from ignorance (Properties 1 and 7). Asked for a probability, the model returns a number that reads like a probability; it was not computed from evidence about the world and it is not calibrated against anything in it.

The prompt is treated as the whole world. A decision system holds a belief over hidden state and updates it as evidence arrives (Property 3). A language model has no state beyond its context window: what is not in the prompt does not exist, what is in the prompt is taken at face value, and nothing is carried forward when the next observation contradicts the last. There is no partial observability and no belief state, only a document.

No search over actions under constraints. A recommendation is the result of evaluating alternatives against goals and hard constraints and planning over the decision lifecycle (Properties 9 and 11). Generation is not search: the model produces the most probable continuation, not the action with the best expected outcome within your mandate. Planning needs a model to plan in and a verifier to plan against, and the language model on its own has neither (Kambhampati et al. 2024).

Frozen in a moving world. The model's knowledge is fixed at training time. Regimes that arrive afterwards are invisible until the next retraining, which is far too slow for Property 14; and regimes that arrived before training leak into any historical test, which is the look-ahead problem in the evidence below.

Chain of thought is text produced alongside the answer, not the computation behind it. The intermediate steps are generated by the same next-token process as the conclusion (Wei et al. 2022). They can help the model and sometimes improve accuracy, but they are not an audit trail: the stated reasons are not guaranteed to be the operative ones, which is the opposite of Property 10. And because training and evaluation reward a confident answer over an admitted gap, the model is shaped to guess rather than to know what it does not know, which is the opposite of Property 8.

What the evidence shows#

Brittle under small changes. When the numbers in grade-school maths problems are changed, or an irrelevant sentence is added, accuracy of leading models drops markedly, consistent with pattern matching rather than formal reasoning (Mirzadeh et al. 2025).

Collapse with complexity. Models trained to “think” longer still fail beyond a certain problem complexity, and can reduce their reasoning effort as problems get harder (Shojaee et al. 2025).

Weak at causal inference. Asked to infer causation from correlational statements, models perform close to chance and do not generalise (Jin et al. 2024); their apparent causal knowledge largely repeats causal facts stated in text (Zečević et al. 2023).

Weak at planning. On planning benchmarks, models produce few executable plans on their own and need external verifiers to be useful (Kambhampati et al. 2024).

Explanations that are not the reason. Stated chains of thought can systematically misrepresent what actually drove the answer (Turpin et al. 2023).

Confident errors. Training and evaluation reward guessing over admitting uncertainty, which makes fluent, wrong answers a structural feature (Kalai et al. 2025).

Look-ahead bias in finance. Pretrained models can carry knowledge of later events into historical tests, making backtests look better than they are (Glasserman and Lin 2023).

WHAT A HIGH-STAKES
DECISION NEEDS
A LANGUAGE MODEL ON ITS
OWN
A DECISION INTELLIGENCE SYSTEM
Causal and counterfactual Associations between words Explicit causal model; interventions and reasoning counterfactuals simulated Calibrated uncertainty One fluent answer; no separation of Distributions; world, mechanism and model uncertainty types uncertainty separated Partial observability Treats Causal and counterfactual reasoning Associations between words Explicit causal model; interventions and counterfactuals simulated Calibrated uncertainty One fluent answer; no separation of uncertainty types Distributions; world, mechanism and model uncertainty separated Partial observability Treats the prompt as the world Beliefs over hidden state, updated as evidence arrives Black swans and tails Reproduces the typical case in its training text Models tails; flags situations outside experience Goals and constraints Answers the question, not your mandate Optimises your goals within hard constraints Repeatability and audit Same question, different answers Deterministic computation, full trace Objective Likelihood of the next token Expected outcome of the action, under the mandate Planning The most probable continuation Search over actions, with a model to plan in and a verifier to plan against Explanation Chain of thought generated alongside the answer The drivers, scenarios and trade-offs the recommendation was computed from Edge Same model, same data, same answer as everyone Your context, your people's judgment, your memory

The right role for language models. Use them to read, extract, structure and explain: to turn filings and calls into inputs and to turn a decision engine's output into clear language. Do not let them be the engine. The reasoning that matters for a high-stakes decision should be computed over a model of the world, not generated as text about it.

Where language models belong in the flow#

Mapped onto the four steps of Section 5, the role is precise. In Perceive, language models read: filings, transcripts, contracts, news and expert notes become structured inputs, entities, drivers and claims with their sources, that feed the perceived context. In Recommend, they explain: the drivers, scenarios and trade-offs behind an action are turned into language a committee can challenge and a board can understand. They do not belong in Diagnose or Predict, where causes are identified and outcomes are simulated under intervention. Those steps run on an explicit causal model, calibrated distributions and a search over actions, and they must give the same answer twice. The boundary is the one drawn throughout this paper: language models work on text about the world; the decision is computed over a model of the world.

Conclusion

12. Deciding for all the worlds that could happen#

High-stakes decisions are made once, in a world that will be observed only once. That is exactly why they must be reasoned about across all the worlds that could happen.

The uncertainty is plural: chance, ignorance and the unknowable, with black swans hiding in the tails. The data is a single path of history, with the paths not taken missing and the data a novel decision needs not yet created. The decision itself is an intervention that changes the world, in a context, under constraints, for goals, and it needs the full intelligence flow: perceive the context, diagnose causes and mechanisms, predict what will, could and would happen, and recommend the action that best serves the goals within the constraints.

Intelligence equal to that task is probabilistic, causal and counterfactual; it knows that it sees only part of the world and how uncertain it is about the world, its mechanisms and itself; it uses humans as biased but valuable sources; it optimises for real goals and explains itself; and it remembers, adapts, plans and imagines. Language models can speak for such a system. They cannot be it.

A decision maker does not need a better forecast of the next shock. They need a system that reasons across the worlds in which it happens, sees the loop before it fires, and sizes the buffer for it.

We observe one world. We decide for all the worlds that could have happened, and all that still can.#

© vencortex®. This paper sets out a view on decision making under uncertainty. Figures marked as schematic, simulated or illustrative contain no performance claims. The portfolio state-space figure is computed for this series as log10[C(3000,50) × C(1049,49)]. It is not investment advice.

Decision optimization with DeOS · vencortex® – DeOS | Decision Optimization System. Converted from DeOS_Compendium_Light.pdf by scripts/pdf_to_markdown.py; built by scripts/build_book_site.py.