Options Logics

Here the logics used in options contract are explained.

In code, many base PRECISION are used to avoid, arithmetic, division or modulo by zero errors.

Strike Price Gains calculation

Options.sol
function calculateStrikePriceGains(
    uint128 depositedAmount,
    uint128 strikePrice,
    uint64 ethPrice
    )
Options.sol
if(currentEthValue > strikePrice){
    ethToReturn = (currentEthValue - strikePrice)/currentEthPrice;
}else{
    ethToReturn = 0;
}

Compare the current USD value of the deposited amount and strike price value of the deposited amount chose by user. If the current value is greater, then the user will get gains, since the current ETH price is higher than the strike price. If its low, then user will get no gains from options.

Functions which are using the above logic

Option Fees Calculation

5% Strike Price = [(10*a*E)^½ + 3*(1/b)] + 0.4*((10*a*E)^½ + 3*(1/b))/(3*a)

10% Strike Price = [(10*a*E)^½ + 3*(1/b)] + 0.1*((10*a*E)^½ + 3*(1/b))/(3*a)

15% Strike Price = [(10*a*E)^½ + 3*(1/b)] + 0.05*((10*a*E)^½ + 3*(1/b))/(3*a)

20% Strike Price = [(10*a*E)^½ + 3*(1/b)] + 0.01*((10*a*E)^½ + 3*(1/b))/(3*a)

25% Strike Price = [(10*a*E)^½ + 3*(1/b)] + 0.005*((10*a*E)^½ + 3*(1/b))/(3*a)

where,

a = ETH Volatility

b = dCDS Vault value/ ETH Vault value (including borrower’s ETH value).

E = ETH price.

Functions which are using the above logic

In code, the constants 0.4, 0.1, 0.05, 0.01, 0.005 are multiplied with base of 1000.

Last updated