TOTAL VOLUME:
$134.2b
24H VOL:
$126,590,312
24H TRANSACTIONS:
2,388,728,490
OPEN INTEREST:
$1,439,516,703
404,175
Markets across
30,277
events
MATCHED EVENTS:
2,685
PLATFORM COVERAGE:
5
Polymarket:
39%
VS.
Kalshi:
61%
A prediction market price is a timestamped snapshot of belief, not a probability with a confidence interval.
Jared Polites
Sep 28, 2026

TL;DR
Cited a Polymarket price in a paper and had a reviewer ask why there's no confidence interval attached? That's usually the moment a researcher realizes a market price isn't the same kind of number as a poll result.
A prediction market price is a snapshot of aggregate belief at one moment, not a measured probability with a confidence interval. Cite it as "the market implied a 34% probability as of March 3," not as "there was a 34% chance." That distinction is the difference between a defensible citation and a methodology error a peer reviewer will catch.
Researchers increasingly pull odds from Polymarket, Kalshi, Limitless, Predict.Fun, and Opinion the way they used to pull polling averages. The instinct is right. The execution usually isn't, because market prices behave differently from survey data in ways most academic training never covers.
A price on a binary contract reflects what traders were willing to pay at that instant, given the information and liquidity available to them right then. Say a contract trades at $0.63. That's a 63% implied probability, but it's the market's estimate conditioned on everything known up to that second, not a stable population parameter you can treat like a poll's margin of error.
Two things follow from this, and both matter for citation practice.
First, the price moves. A contract at 63% on Monday can sit at 40% by Thursday without any of the past estimates being "wrong." Each was correct given its information set at the time. If you're citing a prediction market price in a paper, timestamp it. "Kalshi priced the contract at 63% (March 3, 2026, 14:00 UTC)" is a citation. "Kalshi shows 63%" is not, because by the time a reader checks, it won't.
Second, a single price is a point estimate with no reported variance. Polls come with sample size and margin of error baked into the methodology section. A market price comes with neither, unless you compute it yourself from the order book. If your paper needs a confidence interval, you build it from spread and depth data, not from the last trade price alone.
Treat thin liquidity the way you'd treat a small sample: as a caveat that limits what you can claim, not as a defect to paper over. A market with a few hundred dollars in open contracts can be moved by one trader with a strong opinion and no informational edge. A market with deep, sustained volume across many participants is aggregating more independent judgment.
Neither Polymarket, Kalshi, Limitless, Predict.Fun, nor Opinion publishes a standardized liquidity score you can drop into a regression, so you have to build your own threshold. Reasonable approach: pull the market's total volume and the depth at the current price (how much can be traded before price moves materially), and set a minimum below which you exclude the market from your dataset or flag it separately. Document that threshold in your methodology section. A reviewer will ask why a $400 market and a $4 million market are weighted the same if you don't.
This is also where cross-platform comparison earns its keep. If Polymarket and Kalshi are pricing the same event five points apart, that gap is often explained by one platform having ten times the depth of the other. The divergence is data, not noise, but only if you report the liquidity alongside the price.
These are two different kinds of evidence, and conflating them is the most common mistake in market-derived research.
A live price is a forecast. It tells you what informed capital believed at a point before the outcome was known. It's useful for studying belief formation, sentiment shifts, or how new information gets incorporated. It is not evidence about what actually happened, and it should never be cited as if the event's probability was later "confirmed" by the price alone.
A resolved outcome is a fact. The contract paid $1 or it paid $0. That's ground truth for calibration studies, where you're checking whether markets that priced events at 70% actually resolved yes about 70% of the time across a large sample.
The error researchers make is pulling only resolved markets to build a calibration dataset. That sample is not representative of markets in general, and here's why.
If you only look at markets that resolved, you're only looking at markets that ran their full course, on platforms that stayed operational, in categories liquid enough to attract closing volume. Markets that got pulled for ambiguous resolution criteria, categories a platform quietly stopped supporting, or events that lost all trading interest before resolution tend to drop out of "resolved markets" datasets entirely, and they don't drop out randomly.
This mirrors the survivorship bias problem Brown, Goetzmann, Ibbotson, and Ross documented in mutual fund research: tracking only funds that still exist overstates average performance, because the funds that got shut down or merged away for underperforming already left the sample.
Apply the same skepticism to resolved markets. A dataset built only from resolved contracts skews toward events that were well-specified, liquid, and uncontroversial enough to resolve cleanly. Markets with vague settlement language or thin follow-through, arguably the ones most informative about market limitations, are underrepresented.
The fix is not complicated, just tedious: pull the full universe of markets you intended to study, including the ones that were delisted, disputed, or expired without resolving, and report that attrition rate. "Of 340 markets meeting our criteria, 61 did not resolve or were excluded for disputed settlement" is a sentence that makes your calibration claim credible. Omitting it is a sentence a careful reviewer will notice by its absence.
Cite the platform, the exact price, and the timestamp, treating it as a point-in-time estimate rather than a fixed probability. Example: "Polymarket priced the contract at $0.41 (41% implied probability) as of 09:00 UTC on February 14, 2026." Include the market's liquidity if your argument depends on precision, since a thinly traded contract carries a wider effective margin of error than a deep one.
Both, functionally. It reflects the price at which buyers and sellers were willing to trade, which aggregates each trader's private information and belief. Economists Justin Wolfers and Eric Zitzewitz's research treats it as the market's best available probability estimate given current information, but it is not a measured frequency the way a resolved-outcome base rate is.
There's no universal cutoff. Set a threshold based on total volume and order-book depth relative to the rest of your dataset, and report it. A market that a single large position can move by ten points should generally be flagged or excluded from claims that treat the price as a stable estimate.
Because markets that got delisted, disputed, or lost liquidity before resolving are systematically excluded, and those tend to be the messier, less well-specified markets. The surviving resolved markets are disproportionately the clean, liquid, well-defined ones, which biases calibration studies toward looking better than the full population of markets actually performed.
Only with caveats stated. Each platform has a different user base, regulatory structure, and liquidity profile. Polymarket skews global and crypto-native. Kalshi is a US-based, CFTC-regulated exchange. Limitless runs on-chain and is built around shorter-duration contracts that often resolve in hours or days rather than weeks. Predict.Fun offers yield on open collateral, which can attract a different kind of trader than pure outcome speculation. Opinion leans toward institutional-style macro event contracts like FOMC decisions and CPI prints. A price gap between two platforms on the same event is informative, but only if you report which platforms and their relative liquidity, not just the numbers.
PredictionHero aggregates publicly available prediction market data for informational purposes only. This is not financial advice. Prediction markets may not be available in all jurisdictions.
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