Sep 3, 2025

You are not an Ensemble

No! Rules by Mead


The most dangerous lie in modern life is the assumption of ergodicity. It’s the subtle, pervasive, and mathematically illiterate belief that the group's experience over one period of time is predictive of the individual's over many. It is the axiom underpinning everything from hollow career advice to the siren song of the crypto markets. And it is the primary mechanism through which our society manufactures ruin.

An ergodic system is one where the average outcome of a group is the same as the average outcome of one individual over time.

In formal terms, the ensemble average, ⟨X⟩, is equal to the time average, Xˉ. A casino is ergodic. But your life is not. For you, the ensemble average is an irrelevant fiction. Your life is a time average; it is path-dependent. A single event can permanently alter your trajectory, a reality that group statistics conveniently ignore. You cannot diversify across your own parallel lives. Ruin is a uniquely absorbing barrier.

A casino playing thousands of games against thousands of gamblers is in an ergodic system; its profit is predictable. You, the individual, are in a non-ergodic system. You only have one life and one pool of capital. The path you take matters. A single catastrophic loss—an event with a non-zero probability—ends your game forever. Averages are a mathematical fiction when you only have one life.

This is not a theoretical problem. We live in the Jackpot Age, an era defined by the institutionalization of this fallacy. The venture capital model is its church: spray capital across a hundred startups, celebrate the one unicorn, and ignore the 99 failures. The media presents the ensemble outcome—the story of the lone billionaire—as an attainable path. The normie sees this and dives into meme stocks, chasing the arithmetic mean of a spectacular return distribution, completely ignorant of the geometric reality of volatility drag that will almost certainly grind their account to zero.


The Antidote of Convexity

Realizing the game is rigged, most people make one of two mistakes: they keep buying lottery tickets out of desperation, or they retreat into a shell of pure conservation out of fear. Both are suboptimal. The strategic response to a non-ergodic world is to actively hunt for convexity.

A position is convex if it benefits more from favorable volatility than it is harmed by unfavorable volatility. It's a state of capped downside and open-ended upside. Think of a "barbell" strategy: keeping 60% of your assets in something hyper-safe and inconvertible (like your home or treasury bills) and deploying 40% into a portfolio of high-risk, high-reward bets. No single bet can wipe you out, but any one of them could deliver a spectacular, life-altering return. You are insulated from ruin while giving yourself exposure to positive "Black Swan" events.

This is a life strategy. The researcher who spends 70% of her time on mundane academic duties but the other 30% on a wild, paradigm-shifting hypothesis has a convex career. The software developer with a stable FAANG job who spends his weekends building a niche SaaS product has a convex income stream. They have structured their affairs to survive the inevitable randomness of life while retaining the ability to profit from it. They have stopped buying lottery tickets and have instead started building a system that produces them for free.


Choosing Your Distribution

Even with a convex strategy, the game itself matters. The player’s first and most crucial decision is not how to play, but which table to sit at. Many of life's pursuits are simply bad games with terrible payoff distributions. Running a restaurant, for instance, is famously concave: the upside is a modest, linear profit, while the downside includes bankruptcy, debt, and burnout. The probability distribution is skewed negatively.

The art is to find and operate in domains with positively skewed, or "fat-tailed," distributions. These are games where the downside is fixed and known (usually your time and effort), but the upside is potentially unbounded. This is hunting for convexity.

A convex strategy is fundamentally about embedding optionality into your life. You are long volatility. By capping your downside, you have, in essence, paid a small, fixed premium for an option with unlimited upside. A conventional, linear career path, by contrast, is often concave; you are short volatility. You've sold an option for a steady paycheck, and a single 'Black Swan' event—a layoff, an industry disruption—can cause catastrophic, nonlinear damage from which you may never recover. This is the essence of being antifragile: not just robust to shocks, but actively positioned to benefit from them.

The barbell strategy is the most elegant expression of this: keep the vast majority of your assets and efforts in a hyper-safe domain, protecting you from ruin, while deploying a small fraction into a portfolio of high-risk, high-reward bets. This is not gambling. It is the precise opposite. It is an insurance policy against a predictable future, paid for with calculated bets on an unpredictable one.

  • Bad Distributions (Concave/Linear): Most salaried jobs (upside: a 3% raise; downside: termination), high-leverage day trading, service businesses that don't scale.

  • Better Distributions (Convex): Writing a book, building your brand, building software, investing in early-stage companies (as part of a barbell), producing any form of scalable intellectual property.

Powermaxxing isn't about working 100-hour weeks in a bad game. The focus needs to be about finding a better game where your inputs have asymmetric leverage. It's about escaping the linear world of "one hour of work equals one unit of pay" and entering the convex world where one insight can generate value for years.

The world is non-ergodic; ruin is always a possibility. Merely knowing this is the first step, the cynical blackpill of reality. But the liberating truth is that you can choose your exposure to this reality. You can stop playing games designed by the ensemble and for the ensemble.

The final, and most critical, layer of strategy is recognizing that not all games are created equal. The player’s first decision is not how to play, but which table to sit at. This is a choice between two universes described by Taleb: Mediocristan and Extremistan.

  • In Mediocristan, randomness is tame and averages are meaningful. Think of a baker's daily sales or the heights of a thousand men. No single day or single man will dramatically alter the aggregate. This is the domain of the normal distribution, of linear returns and predictable outcomes. It is where most of humanity is told to live and work.

  • In Extremistan, a single observation can dominate the aggregate. Think of book sales, wealth, or social media influence. The totals are governed by rare, high-impact events. This is the domain of power laws and jackpot distributions.

The societal error is twofold. First, we pretend that the domains that truly matter—wealth, power, and technological impact—operate by the gentle rules of Mediocristan. They do not. They are governed by the brutal, winner-take-all laws of Extremistan. Second, we encourage individuals to take on fragile, concave roles within Extremistan (the aspiring actor waiting tables, the startup employee with worthless options), ensuring they absorb all the downside while a tiny minority captures the near-infinite upside.

This isn't just an investment framework; it is a philosophy of agency. It is a rejection of the 'grit and grind' culture that demands you apply linear effort to a concave problem in the heart of Extremistan. It is the understanding that the most important form of intelligence is not playing a bad game well, but choosing the right game—one where the fundamental physics of reality are skewed in your favor.

The path is clear: survive by respecting non-ergodicity, profit by engineering convexity, and dominate by choosing to play in a favorable distribution.

So ask yourself: Are you passively accepting the distribution you've been handed, or are you actively building a life with convexity, a life designed to profit from the unknown?

EST. 2005

22:34:59 UTC