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macrocephalopod's profile
macrocephalopod
macrocephalopod
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macrocephalopod

@macrocephalopod

Paul Allen, Vice President M&A, Pierce & Pierce (Sie/Hir) | Vegan | Silence is Violence | Women’s Rights Are Human Rights | ACAB (Assigned Cephalopod At Birth)

Joined December 2020

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    2. macrocephalopod‏ @macrocephalopod 22 Sep 2021
      Replying to @KidDynamiteBlog @matt_levine

      This is a good way of looking at it. If you deposit e.g. $1m ETH and $1m USDT in an ETH/USDT pool and then short $1m of ETH perpetual swaps you are delta neutral, lose if the px goes up or down, and collect on pool fees and swap funding rate (assuming funding rate is positive)

      1 reply 0 retweets 0 likes
    3. macrocephalopod‏ @macrocephalopod 22 Sep 2021
      Replying to @macrocephalopod @KidDynamiteBlog @matt_levine

      So you have basically created a straddle (technically a perpetual straddle - one important difference between liquidity pools and options is that there is no term structure in liquidity pools)

      1 reply 0 retweets 1 like
    4. macrocephalopod‏ @macrocephalopod 22 Sep 2021
      Replying to @macrocephalopod @KidDynamiteBlog @matt_levine

      Simplest liquidity pools are constant product - the total reserves x, y of the two coins always satisfy xy=k where k is a constant. Also the price p=y/x so you have x=sqrt(kp) and y=sqrt(k/p), and total value of the pool is x+yp = 2 * sqrt(kp)

      1 reply 0 retweets 2 likes
    5. macrocephalopod‏ @macrocephalopod 22 Sep 2021
      Replying to @macrocephalopod @KidDynamiteBlog @matt_levine

      The amount of asset y is your delta, and like a short straddle your delta decreases as price increases and vice versa. So you need to rehedge delta if you want to stay flat (many don't because they want the price exposure, but staying flat makes the straddle analogy clear)

      2 replies 0 retweets 0 likes
    6. macrocephalopod‏ @macrocephalopod 22 Sep 2021
      Replying to @macrocephalopod @KidDynamiteBlog @matt_levine

      Pools with px ranges have a formula like (x+a)(y+b)=k rather than xy=k, where you can choose a, b to set a px range. The effect is that you participate more in swap fees when px is within the range, but you get completely wiped out if px moves outside the range.

      1 reply 0 retweets 0 likes
      macrocephalopod‏ @macrocephalopod 22 Sep 2021
      Replying to @macrocephalopod @KidDynamiteBlog @matt_levine

      macrocephalopod Retweeted macrocephalopod

      I had a go at explaining it (with more math) here -https://twitter.com/macrocephalopod/status/1414639678947475462?s=20 …

      macrocephalopod added,

      macrocephalopod @macrocephalopod
      High-level model for the returns to providing liquidity in Uniswap v2 liquidity pools. There are two assets X and Y in the pool with reserves x and y of each, with pool constant k = x * y and price p = x / y.
      Show this thread
      1:33 AM - 22 Sep 2021
      0 replies 0 retweets 0 likes

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