In the last article, we theoretically deduced why the slippage of uniswap V3 is smaller than that of curve, but another question that what is the actual liquidity distribution of the two protocal? When adding liquidity to uniswap, we can see the following liquidity distribution diagram.
What would the liquidity distribution of the curve V2 look like? We know that the liquidity of curve V2 is mainly concentrated near the price equilibrium point in order to reduce the slippage , but meanwhile to ensure unlimited liquidity, the liquidity distribution of curve V2 have to show a sharp normal distribution graph as shown in the figure below. However, the liquidity distribution of uniswap V3 is relatively flat ranging from -50% to 150% of the current price, as a result uniswap V3 can provide low slippage in a large price range, while curve V 2 only shows low slippage in a very narrow range of±5% of the current price, once beyond the peak range, the slippage increases dramatically.
More importantly, the liquidity distribution of curve V2 depends on the internal oracle, so it changes passively, while the liquidity distribution of uniswap V3 changes actively because any external price changes will be fed back to uniswap V3 in real time.
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