Convex Finance CVX
Rank #240Convex Finance (CVX) trades at $1.21, the 240th-largest cryptocurrency by market capitalisation at $111.4 M. Over the past 24 hours it is -1.91% and over the week -3.19%. Our composite Price Strength score reads 28/100, liquidity health 14/100, and 7-day annualised volatility sits near 73% — higher than 81% of the top 100 coins.
Convex Finance · At a glance
Ecoonomia composite scores derived from live market data. Methodology →
Convex Finance · Price chart (7 days)
Price performance
| 1h | 24h | 7d | 30d | 1y |
|---|---|---|---|---|
| +0.00% | -1.91% | -3.19% | -3.19% | +0.00% |
Market statistics
Convex Finance · Market analysis
Volatility & risk
Realised volatility for CVX is elevated, with a 7-day annualised reading near 73%, placing it above 81% of the top 100 by volatility. Expect wide swings and size positions accordingly.
Liquidity & depth
Around $6.0 M changed hands in 24 hours — about 5.4% of market value turning over daily — which we read as thin liquidity, so larger orders can move the price.
Correlation with Bitcoin
Over the past week CVX's returns correlate -0.01 with Bitcoin: it moves with relative independence from Bitcoin. Correlation regimes shift, so treat this as a snapshot.
CVX to USD
| CVX | USD |
|---|---|
| 0.5 CVX | $0.6050 |
| 1 CVX | $1.21 |
| 5 CVX | $6.05 |
| 1 CVX | $12.10 |
| 25 CVX | $30.25 |
| 5 CVX | $60.50 |
| 1 CVX | $121.00 |
| 5 CVX | $605.00 |
| 1, CVX | $1,210 |
| 10, CVX | $12,100 |
Supply & tokenomics
Convex Finance has a circulating supply of 92,022,935 CVX against a hard cap of 100,000,000 — 92% of the maximum already exists. With issuance nearly complete, future dilution is minimal.
Convex Finance · Price prediction 2026–2027
| Period | Low | Average | High | Potential | Bias |
|---|---|---|---|---|---|
| 24 Hours | $1.20 | $1.21 | $1.23 | -0.01% | Neutral |
| 7 Days | $1.18 | $1.21 | $1.26 | -0.06% | Neutral |
| 30 Days | $1.14 | $1.21 | $1.30 | -0.27% | Neutral |
| 3 Months | $1.08 | $1.20 | $1.37 | -0.81% | Neutral |
| 6 Months | $1.03 | $1.19 | $1.42 | -1.61% | Neutral |
| 1 Year | $0.9433 | $1.17 | $1.49 | -3.19% | Neutral |
| End of 2026 | $1.04 | $1.19 | $1.41 | -1.46% | Neutral |
| End of 2027 | $0.8831 | $1.15 | $1.54 | -4.60% | Neutral |
| 2031 | $0.5809 | $1.03 | $1.66 | -14.95% | Bearish |
The ensemble blends a technical (momentum), statistical (volatility) and relative (comparable peers) model. Probabilistic scenarios, not financial advice.
About Convex Finance
How Convex Finance works
Convex Finance is the token of a decentralised finance protocol governed by its holders. Rather than a base chain, it represents a specific application — such as lending, trading or liquid staking — and CVX typically grants governance rights and, in some cases, a share of protocol fees.
What is Convex Finance used for?
CVX is used to vote on protocol decisions, and its value is closely tied to the adoption and revenue of the underlying protocol — which is why the market-cap-to-TVL ratio is a key valuation lens.
Risks & considerations
All crypto-assets are volatile and high-risk; never invest more than you can afford to lose. Specific risks include protocol exploits, governance attacks and the token's dependence on the underlying protocol's revenue.
Where to buy Convex Finance
Regional platforms
In Latin America and Spain you can buy Convex Finance on local Spanish-speaking platforms:
| Bitso | Mexico · LatAm |
| Lemon · Buenbit | Argentina |
| Bit2Me · Bitnovo | Spain |
| Binance · Coinbase · Kraken | Global |
Convex Finance vs comparable coins
| Coin | Price | 24h | 7d | Cap |
|---|---|---|---|---|
| Venice Token VVV | $11.04 | +0.59% | -1.26% | $522.6 M |
| USX USX | $0.9999 | -0.01% | +0.02% | $522.9 M |
| YLDS YLDS | $0.9999 | +0.00% | +0.02% | $551.8 M |
| Usual USD USD0 | $0.9987 | +0.00% | +0.05% | $552.5 M |
| XDC Network XDC | $0.0278 | +1.92% | +1.77% | $553.8 M |
| Flare FLR | $0.006498 | -2.71% | -2.45% | $564.2 M |
Convex Finance · FAQ
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Disclaimer: informational content only, not financial advice. Cryptocurrencies are volatile and high-risk. Predictions are model estimates and may be inaccurate.