# The Formula
**Albert-Laszlo Barabasi**

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_Performance is bounded. Success is unbounded. The gap between them is where networks take over._
Barabasi is a network scientist, and this is his central finding: performance and success are governed by different laws, and the relationship between them is weaker than almost everyone believes. Performance, whether measured as height, intelligence, or athletic ability, follows a bell curve. It decays exponentially as you depart from the average, which means it is exponentially rare to find genuine outliers. Success, measured as wealth, visibility, impact, or audience, follows a power law with a slowly decaying tail that allows for outcomes a bell curve would make impossible. The same fractional improvement in performance, near the top, produces wildly different success outcomes depending on network effects, timing, and perception. This is the [[Variance]] that makes averages misleading in elite domains. Superstars are not outliers in terms of ability. They're outliers in terms of reward.
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**When performance can be measured objectively, performance drives success.** In sprinting, or chess, or standardised testing, the results speak for themselves. But in most valuable domains, art, management, leadership, strategy, objective measurement is impossible or disputed. There is no formula that establishes one work of art is definitively superior to another. So the network establishes value instead. Context determines worth. The harder it is to measure performance, the more network effects dominate the outcome.
One striking finding: the single strongest predictor of long-term outcomes for students was the quality of the college they applied to, not the college they attended. Ambition revealed by application, where you think you belong, predicts better than the admission decision itself. Performance needs to be empowered by opportunity, and opportunity flows through networks. This reframes the conventional advice about "aiming for the top." The aspiration doesn't just signal ambition. It shapes the network you'll enter, which shapes what becomes possible. Given how bounded performance is, finding small ways to stand out, to be noticed and amplified by the right network, matters disproportionately. [[Scale]] amplifies both fitness and noise, and the question is which one your network is amplifying.
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**Previous success multiplied by fitness equals future success.** Preferential attachment is real: the rich get richer, visibility builds visibility, early success compounds. But fitness, genuine underlying quality, also matters, and the relationship between them shifts over time. Social influence dominates at the start, when there's little prior signal. As a product accumulates reviews or a person accumulates endorsements, early random advantage fades and underlying quality asserts itself more strongly. The corollary is counterintuitive: the more ratings a product has, the less the aggregate rating reflects its actual quality. Social influence, people updating their views in response to others' views, degrades the signal. The first few reviewers, before the network effect takes hold, often provide the most accurate assessment. After that, you're measuring popularity as much as fitness.
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The practical implication sits underneath all of this. Getting the first win is the hard part, and it involves as much luck as skill. Once you get that first win, the data shows it tends to compound: success generates the network position that makes further success more likely. The mechanism is preferential attachment operating in your favour. Creativity doesn't expire, and your chance of a breakthrough has less to do with age or current standing than with willingness to try repeatedly. Understanding the inherent randomness in every selection, and recognising that performance near the top is so bounded that tiny differentiators matter enormously, is both humbling and slightly liberating. You may not be able to outperform your way to exceptional success. But you can position yourself where the network amplifies what you do.
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