Strategy Guide

Expected Value on Polymarket: The Complete EV Guide

How to calculate your true edge on every bet — and why EV is the only metric that matters for long-term profitability on prediction markets.

By poly-sim.com Updated May 2026 ~2,600 words

What Is Expected Value on Polymarket?

Expected value (EV) is the single most important concept in prediction market trading. It answers the question: if I made this exact bet an infinite number of times, would I make money or lose money?

A positive expected value (+EV) bet is one where your true probability of winning is higher than the price implies. A negative EV bet is the opposite — you're paying for a worse-than-fair gamble. The crowd on Polymarket sets prices collectively; whenever the crowd is wrong about a probability, an EV gap opens. That gap is your edge.

The critical insight: winning individual bets proves nothing. You can win 3 bets in a row while playing negative EV, and lose 3 bets in a row while playing positive EV. What matters is whether your process consistently identifies markets where your probability estimate is more accurate than the crowd's. Over hundreds of resolved markets, the law of large numbers will convert positive EV into positive returns.

The Polymarket EV Formula

Polymarket prices are expressed as probabilities from 0¢ to $1.00 per share. A YES share purchased at 40¢ pays $1.00 if the market resolves YES and $0 if it resolves NO. This makes EV calculation clean:

EV = (P × W) − ((1 − P) × S)
  • P = your true probability estimate (0–1)
  • W = profit per share if correct = (1 − entry price)
  • S = stake per share = entry price

Simplified: EV = P − market price

This simplified form works because Polymarket prices ARE probabilities. If you think a market has a 58% true probability and it's priced at 40¢, your EV per share = 0.58 − 0.40 = +$0.18. You have an 18-cent edge per dollar staked, or 18% EV.

EV as Return on Investment

To express EV as a percentage return: EV% = (P − price) / price × 100

Using the same example: (0.58 − 0.40) / 0.40 × 100 = 45% ROI if your probability estimate is correct. This framing helps when comparing bets of different sizes and entry prices.

EV on NO Positions

Buying NO at price N is equivalent to buying YES at (1 − N). A NO position at 65¢ (which costs 35¢ per share to buy NO) with your true probability of NO = 55%:

EV = 0.55 − 0.35 = +$0.20 per share. Always convert to the "buying YES" equivalent before calculating.

Three Worked Examples

Example 1 — Political Market (Clear Edge)

Market: "Will Candidate X win the state primary?" — current price: 35¢ YES.

Your research: internal polling data, voter registration shifts, and recent similar primaries suggest 54% true probability.

EV = 0.54 − 0.35 = +$0.19 per share (19% raw edge, 54% ROI on the position).

Verdict: Strong +EV. The crowd is underpricing by 19 points — likely due to anchoring near 50/50 and insufficient attention to structural factors.

Example 2 — Crypto Market (Thin Edge, Borderline)

Market: "Will ETH exceed $4,000 before June 30?" — current price: 28¢.

Your estimate: 33% based on options market implied volatility and current price distance.

EV = 0.33 − 0.28 = +$0.05 per share (5% raw edge).

Verdict: Technically +EV but below the recommended 10% threshold. The margin of error in your vol estimate is likely larger than the edge itself. Pass unless you have very high conviction in your vol model.

Example 3 — Negative EV Trap

Market: "Will the Fed cut rates in December?" — current price: 72¢ YES after a hot inflation print.

Your estimate: 60% (the market overreacted to one data point; the Fed needs sustained evidence).

EV = 0.60 − 0.72 = −$0.12 per share (−12% raw edge — the crowd is overpaying).

Verdict: Strong −EV on YES. The correct play is NO at 28¢ with EV = (1−0.60) − 0.28 = 0.40 − 0.28 = +$0.12 per share.

Edge vs Luck: The Key Distinction

The hardest part of prediction market trading is distinguishing a genuine edge from lucky variance. A trader who wins 7 of their first 10 bets may have a real edge — or may simply have been lucky on 50/50 markets. The math of small samples makes this nearly impossible to determine.

Minimum Sample Size for Confidence

To have 95% statistical confidence that a 60% win rate is real (vs lucky variance from a 50/50 base), you need approximately 96 resolved bets. Most Polymarket traders don't have this history. The implication: track your EV estimate at entry — not just your win rate — because EV can be assessed per bet rather than needing aggregate resolution data.

The Calibration Test

A properly calibrated trader's bets where they estimated 70% probability should resolve YES approximately 70% of the time. Track your estimates in a spreadsheet: after 50+ resolved bets, plot your estimated probability vs actual resolution rate. Systematic overconfidence (estimating 70% but winning 50%) or underconfidence (estimating 50% but winning 65%) are both correctable patterns once identified.

Process Over Outcomes

The professional approach: evaluate every bet on its EV at entry, not on whether it won. A +EV bet that loses is a good bet. A −EV bet that wins is a bad bet. Judging process quality by outcomes is the single biggest mistake new prediction market traders make.

Where Polymarket Edge Actually Comes From

Edge on Polymarket comes from information advantages, analytical advantages, or behavioural advantages. Knowing which type you have shapes how you should trade.

1. Information Edge

You know something the crowd doesn't — or you weight public information differently. Examples: deeper domain expertise in a specific field, access to data sources most traders don't monitor, faster processing of breaking news. Information edge is most potent in niche or low-liquidity markets where the crowd is thin.

2. Analytical Edge

You apply a better probability model to the same public information. Examples: using historical base rates instead of recent-event anchoring, correctly applying Bayesian updates to new evidence, understanding the resolution criteria more precisely than the crowd. The Poly-Sim AI model attempts to systematise this type of edge across all 300+ markets simultaneously.

3. Behavioural Edge

You exploit systematic biases in how the crowd prices markets. Known biases in prediction markets include: recency bias (overweighting the last data point), favourite-longshot bias (underpricing low-probability outcomes), and attention asymmetry (high-profile markets are better priced than obscure ones). Behavioural edge is consistent and exploitable because human cognitive biases don't self-correct.

Systematically Finding +EV Bets on Polymarket

Manual browsing of Polymarket's 300+ active markets to find EV opportunities is impractical. A systematic approach requires either building your own probability model or using one that already exists.

The Poly-Sim Daily Edge Approach

The Daily Edge scanner runs an AI probability model across all active markets each morning and outputs a ranked list of markets where the model's estimate diverges from the crowd price by 12+ points. For each market, you see: the gap, the Poly-Sim Score (composite confidence), and the AI rationale. This gives you a pre-filtered shortlist of 10–15 candidate +EV bets every morning without scanning manually.

Building Your Own EV Filter

For traders who prefer to find their own edges: focus on a specific market category (e.g., US politics, or BTC price targets). Build a base rate reference set from historically resolved Polymarket markets in that category. When a new market opens, compare its opening price to your base rate expectation — markets that open far from base rate are worth investigating for mispricing.

News-Driven EV Windows

Breaking news creates temporary EV windows as the crowd reprices unevenly. The News Intel feed identifies which markets are affected by each news item and estimates the probability delta. Acting in the 10–30 minute window before full repricing is the most time-sensitive EV opportunity on the platform.

5 EV Calculation Mistakes to Avoid

Mistake 1 — Confusing Price with Probability

A market at 80¢ is NOT necessarily a good bet to fade. If the true probability is 85%, it's still +EV to buy YES. Always anchor to your independent probability estimate before looking at the price, not after.

Mistake 2 — Ignoring Liquidity Costs

On thin markets, buying a large position moves the price against you. Your effective entry price is worse than the displayed price. Always check the order book depth; for positions over $1,000, model the slippage cost into your EV calculation.

Mistake 3 — Not Accounting for Your Own Uncertainty

Your probability estimate is itself uncertain. A 15-point EV gap sounds large, but if your estimate has a ±10-point confidence interval, the true edge could be anywhere from 5 to 25 points — or negative. The higher your uncertainty, the larger the gap you need before betting.

Mistake 4 — Anchoring to the Current Price When Estimating

Studies show that traders shown a market price before estimating probability unconsciously anchor toward that price. Force yourself to estimate probability before looking at the market price whenever possible — write the number down first, then compare to the market.

Mistake 5 — Chasing EV Without Position Sizing Discipline

Finding a +EV bet means nothing without proper sizing. Over-betting a +EV market can still blow your bankroll via variance. EV tells you the direction; Kelly Criterion tells you the size. Always use both together.

Frequently Asked Questions

What is expected value (EV) on Polymarket?

EV is the average profit or loss per dollar staked across an infinite repetition of the same bet. On Polymarket, EV = your probability estimate minus the market price. Positive EV means you have an edge; negative EV means you're paying above fair value.

How do I calculate EV on a Polymarket bet?

EV = P − market_price. Example: you estimate 58% probability, market is at 40¢. EV = 0.58 − 0.40 = +$0.18 per share, an 18% edge. For NO positions, convert: NO at 65¢ costs 35¢, your NO probability is 55%, EV = 0.55 − 0.35 = +$0.20.

What edge percentage is worth betting on Polymarket?

Most serious traders require 10–15% minimum EV edge before entering, to account for uncertainty in their own probability estimate. Below 10%, estimation error likely swamps the edge. The Poly-Sim Daily Edge flags markets at 12+ points as a practical threshold.

How is EV different from just picking winners?

Picking winners ignores price. Winning 60% at bad odds loses money; winning 40% at excellent odds makes money. EV combines win rate and payout — a trader consistently finding +EV bets profits long-term regardless of short-term win rate.

Find Today's +EV Markets

The Poly-Sim Daily Edge scanner identifies markets where the AI model estimates 12+ point gaps vs crowd prices — your pre-filtered +EV shortlist, updated every morning.

Open Daily Edge →