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Liquidity pools & impermanent loss

Decentralized exchanges don't use an order book, they use pools of two assets that anyone can trade against. Provide to a pool and you earn a cut of every trade. There's a catch, and it has a name.

How an AMM pool works

You deposit a pair (say ETH + USDC) into a pool. Traders swap against it, and a formula keeps the pool balanced by adjusting the price. Every swap pays a fee, split among liquidity providers in proportion to their share. Your deposit is represented by an LP token you can later redeem.

Impermanent loss, plainly

When the two assets' prices diverge, the pool's rebalancing leaves you with more of the loser and less of the winner than if you'd just held. That gap versus simply holding is impermanent loss, "impermanent" because it shrinks if prices return, and becomes real when you withdraw.

The honest trade-off. You're paid fees to take on impermanent loss. In a calm, range-bound pair the fees can win; in a strongly trending pair, IL can outweigh them and you'd have been better off just holding. Do the maths before providing.

Sizing the trade-off before you deposit

Providing liquidity is a bet that fees earned beat impermanent loss over your holding period. Both sides are estimable in advance from public pool data.

VariableWhere to read itWhat it tells you
Fee APR = (24h volume × fee tier × 365) ÷ TVLPool page: volume, fee tier, TVLYour gross income rate. Falls as TVL grows
Volume ÷ TVL ratioSame two figuresBelow ~0.3 daily, fees rarely cover IL
Pair correlationPrice history of both assetsStable–stable, near-zero IL. Volatile–stable, worst case
Expected price divergenceYour own view on the pairSets the IL you are accepting, see figures below
Share of rewards paid in the protocol tokenPool rewards breakdownEmission-funded APR can collapse; fee APR is the durable part

Impermanent loss on a standard 50/50 pool is a fixed function of the price ratio change, so you can price it up front: a 1.25× move costs about 0.6% versus holding, 1.5× costs about 2.0%, 2× costs about 5.7%, 4× costs about 20%. Compare that against the fee APR you computed for the same period. If you expect one asset to run hard, holding it outright usually wins.

Before you provide

Educational market information, not financial advice. Markets carry risk of loss, do your own research.

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