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The Math Behind Directional Betting in Binary Markets
How-ToMachine Learning

The Math Behind Directional Betting in Binary Markets

via Dev.toChudi Nnorukam1mo ago

Originally published at chudi.dev Binary markets strip away ambiguity. Either the event happens or it doesn't. You either get paid $1.00 per share or you get $0. This clarity makes the math clean — and makes it immediately obvious whether you have an edge. Most people who lose money in prediction markets are not doing the math wrong. They are skipping it entirely. TL;DR Expected value = (true probability × net gain) - (loss probability × stake) You have edge when your true probability estimate exceeds the market's implied probability Kelly criterion sizes the bet to maximize long-run bankroll growth Fees shrink your EV and require a larger edge to break even The hard part is honest probability estimation — every overconfidence point is money transferred to the market The Mechanics of a Binary Market A binary market works like this: you buy YES shares if you believe an event will occur, or NO shares if you believe it won't. Each share costs between $0.01 and $0.99, and pays $1.00 on res

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