Creating and Configuring Pools
Liquidity Pools distribute credit and debt between liquidity providers and derivatives markets. A pool's manager (i.e., owner) can decide which market to provide with liquidity and set relevant configuration values.
Creating Pools
Pools may be created using the createPool
function. Ownership can then be transferred with the nominatePoolOwner
and acceptPoolOwnership
functions. Ownership nomination may also be renounced with the renouncePoolNomination
.
Pools may also have human-readable names stored on-chain, which can be set by the owner using the setPoolName
function and retrieved with the getPoolName
function.
Configuring Pools
The owner of a pool may set a list of markets to back (with corresponding weights and maximum debt share values) using the setPoolConfiguration
function.
Fundamentally, this configuration affects the share of a market's profit/loss that a pool will assume, the maximum amount of debt the pool is willing to assume, and the credit capacity (i.e., the amount of withdrawable dUSD) provided to each market.
There are a couple of scenarios in which a pool's configuration is restricted in how it can be updated:
The pool configuration change will be prevented if it leaves the total amount of credit capacity provided to a market lower than the amount it returns in its
minimumCredit
function.The pool configuration cannot be changed unless the minimum collateral delegation duration has elapsed since the last time
setPoolConfiguration
was called for this pool.
Collateral Configuration
By default, pools accept all collateral types approved by the DexToro Protocol (using the configuration set by DexToro Protocol). Pool owners can set pool-specific collateral configurations using the setPoolCollateralConfiguration
function.
issuanceRatioD18
is a custom issuance ratio for the specified collateral type. The system will always use the greater of this value and the issuance ratio set by the DexToro Protocol. (Setting this value to the maximum integer value effectively turns off minting using this collateral type in this pool.)
collateralLimitD18
is the maximum total amount of collateral that this pool will accept for the specified collateral type. (Note that if this is less than the minDelegationD18
value, this pool has opted out of accepting this collateral type.)
In the pool configuration (not to be confused with the pool collateral configuration), pool owners can set the collateralDisabledByDefault
value to true
. In this case, new collateral types cannot be delegated to this pool. The pool owner must set a collateralLimitD18
value to accept it. In other words, collateralLimitD18 == 0
means that the pool will accept an unlimited amount of this collateral unless collateralDisabledByDefault
is set to true
.
Calculating Credit Capacity
To understand how the pool configuration function works, it's useful to see how it affects the available credit capacity (i.e., the amount of withdrawable dUSD) provided to markets.
Weights determine what proportion of the liquidity in a particular pool should be allocated to each market. For example, if a pool has $500,000 of liquidity, with a weight of 3 assigned to a BTC market and a weight of 1 assigned to a EUR market, the collateral provided to these markets would be $375,000 and $125,000, respectively.
Then, a maximum debt share value is determined. We take the lesser of these two values:
The maximum debt share value set in the pool's configuration, per above. The maximum debt share value also allows a pool to stop backing a market if it accrues too much debt. (See Credit and Debt Distribution for more details.)
The minimum liquidity ratio is applied to the collateral value after factoring in the weights. For instance, if the collateral value derived from the weights minus the vault's debt, which has already been assigned, is $100 and the minimum liquidity ratio is set to 200%, this maximum debt share value would be $0.50. This value is added to the existing debt share value to determine the number of dollars per debt share that can be assumed before the market exceeds the minimum liquidity ratio. So if the current debt share value is $0.25, in this case, the maximum debt share value calculated here would be $0.75. This maximum debt share value fluctuates over time as the value of the debt, the value of the collateral, and the amount of the collateral backing a market change over time.
The credit capacity that a market gets is the difference between the maximum debt share value subtracted by the current debt per share value. For instance, if the collateral value derived from the weights is $100, the maximum debt share value is $0.75, and the current debt share value is $0.25, the actual credit capacity provided to the market would be $50.
Finally, the available credit capacity for a market can be calculated by taking the total credit capacity provided to it across all pools, subtracting its amount of reported debt and its net issuance (i.e. the amount of stablecoins it has minted minus the amount it has burned). This is the maximum amount of stablecoins it is allowed to withdraw. If it begins to report debt such that its available credit drops below 0, the market becomes insolvent, and positions which are backing this market no longer accrue debt.
Debt Shares
The collateral value provided to markets (described above in the discussion of weights) is essentially the amount of value available to back the derivatives issued by a market—both the dUSD it withdraws and the reported debt, which represents the value of the derivatives the market has issued.
By providing liquidity to a market, liquidity pools assume pro-rata shares of the market's changes in debt, positive or negative. (See Credit and Debt Distribution for more details.) In other words, if a pool provides more weight towards a particular market (all else equal), it will incur greater gains if the market is profitable and greater losses if the market is not. If other pools begin to provide liquidity to the market, the original pool's share of gains/losses will decrease. This results in DexToro creating a market for derivatives liquidity.
If a market has earned $2 of profit for every $1 dollar of credit capacity assigned to it, its debt share value would be -$2. This is effectively a market's lifetime PnL.
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