BTCUSD
The standard deviation model can be used for options traders that are selling options contracts to collect a premium to identify a specific range of strike prices which are optimal for selling based on the underlying asset’s historical price fluctuations. Traders will be able to identify the statistical likelihood that their options contract will be in the money (ITM) or out of the money (OTM).
Basic statistics of normal distributions (probability curve):
-1 SD to +1 SD = 68% likelihood
-2 SD to + 2 SD = 95% likelihood
-3 SD to +3 SD = 99% likelihood
The standard deviation model can be used for options traders that are selling options contracts to collect a premium to identify a specific range of strike prices which are optimal for selling based on the underlying asset’s historical price fluctuations. Traders will be able to identify the statistical likelihood that their options contract will be in the money (ITM) or out of the money (OTM).
Basic statistics of normal distributions (probability curve):
-1 SD to +1 SD = 68% likelihood
-2 SD to + 2 SD = 95% likelihood
-3 SD to +3 SD = 99% likelihood
Release Notes:
BITFINEX:BTCUSD
The standard deviation model can be used for options traders that are selling options contracts to collect a premium to identify a specific range of strike prices which are optimal for selling based on the underlying asset’s historical price fluctuations. Traders will be able to identify the statistical likelihood that their options contract will be in the money ( ITM ) or out of the money (OTM).
Basic statistics of normal distributions (probability curve):
-1 SD to +1 SD = 68% likelihood
-2 SD to + 2 SD = 95% likelihood
-3 SD to +3 SD = 99% likelihood
The standard deviation model can be used for options traders that are selling options contracts to collect a premium to identify a specific range of strike prices which are optimal for selling based on the underlying asset’s historical price fluctuations. Traders will be able to identify the statistical likelihood that their options contract will be in the money ( ITM ) or out of the money (OTM).
Basic statistics of normal distributions (probability curve):
-1 SD to +1 SD = 68% likelihood
-2 SD to + 2 SD = 95% likelihood
-3 SD to +3 SD = 99% likelihood
Release Notes:
Standard Deviation Models V2
Release Notes:
Standard Deviation Models V2