If you mean to say that these iv's of calls and puts of different strikes are combined and the resultant is considered as the volt of underlying ...
No..They are not combined and there is nothing like weighted iv.
volt and iv are different.
volt - based on underlying.
iv's - On option prices.
Nifty iv's may fluctuate drastically without significant change in nifty.
No..They are not combined and there is nothing like weighted iv.
volt and iv are different.
volt - based on underlying.
iv's - On option prices.
Nifty iv's may fluctuate drastically without significant change in nifty.
https://getsatisfaction.com/seediff/topics/f_o_terms_the_basic_fundas
and I am referring to the Value that is shown in the IV Column of various platforms like myfno etc. in front of each individual Futures Contract like Infy, DLF etc.
Implied Volatility (IV) : in simple terms it is how much volatility the market is expecting in the future ( vis-à-vis the Historical Voaltility HV which is calculated from the past price movements). A higher IV means people expecting a lot of volatility & are thus willing to pay a higher price / premium in options to protect their interests. A lower volatility means people are getting comfortable with current market scenario.
For IV we use black-scholes formula to calculate IV for each strike, using futures price for underlying & zero interest rate ( since all are European options).
Then we apply a volume-weight and calculate overall IV of a symbol through a volume-weighted avg of IVs across strikes to arrive at one common IV for that stock/symbol i.e.
IVsum = (IV1*Qty1) + (IV2*Qty2) + .................. (IVn * Qtyn) QtySum = ( Qty1 + Qty2 + ........... QtyN) IVavg = IVsum / QtySum where 1,2,...N represent individual strike contracts
For IV we use black-scholes formula to calculate IV for each strike, using futures price for underlying & zero interest rate ( since all are European options).
Then we apply a volume-weight and calculate overall IV of a symbol through a volume-weighted avg of IVs across strikes to arrive at one common IV for that stock/symbol i.e.
IVsum = (IV1*Qty1) + (IV2*Qty2) + .................. (IVn * Qtyn) QtySum = ( Qty1 + Qty2 + ........... QtyN) IVavg = IVsum / QtySum where 1,2,...N represent individual strike contracts
Then we apply a volume-weight and calculate overall IV of a symbol through a volume-weighted avg of IVs across strikes to arrive at one common IV for that stock/symbol