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The Exact Mathematics That Extracted $40 Million from Polymarket

FatherSon 2026年06月15日 20:45 2 次阅读 来源:Dev.to

While most people check if YES + NO = $1 and think they’ve found arbitrage, quantitative systems are doing something far more powerful. Between April 2024 and April 2025, sophisticated traders extracted $39.7 million in guaranteed arbitrage profits from Polymarket. The top individual wallet made $2.01 million across 4,049 trades — an average of $496 profit per trade , consistently, for a full year. This wasn’t prediction or luck. It was pure mathematics identifying situations where you could buy a guaranteed $1 payout for less than $1. Why Simple YES + NO Checks Fail Basic arbitrage (buying both sides when they sum to less than $1) is obvious and gets arbitraged away quickly. The real edge lives in combinatorial arbitrage — exploiting logical dependencies between multiple related markets. Example : “Will Trump win Pennsylvania?” → YES $0.48 / NO $0.52 “Will Republicans win Pennsylvania by 5+ points?” → YES $0.32 / NO $0.68 These two markets are not independent . If Republicans win by 5+ points, Trump must win Pennsylvania. This creates hidden arbitrage opportunities that a simple sum check will never catch. For events with many conditions (elections, sports tournaments), the number of possible outcome combinations explodes to 2^n . Brute-forcing is impossible. You need smarter math. The Core Mathematical Tools Quantitative systems use three key techniques: Integer Programming Models logical constraints between outcomes (e.g., “Team A can’t win both Game X and Game Y if they play each other”). This replaces checking billions of combinations with a manageable set of linear constraints. Bregman Projection Projects the current (mispriced) market state onto the nearest arbitrage-free state while preserving probability structure. This calculates the optimal arbitrage trade, not just any arbitrage. Frank-Wolfe Algorithm Makes the otherwise intractable Bregman projection solvable in real time. It iteratively builds the solution by adding one valid outcome at a time instead

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