What are the steps of forecasting realised volatility of swap rates using EViews?
Posted: Sat Aug 18, 2018 1:02 pm
One part of my dissertation involves forecasting the realised volatilities of interest rates. I know that I have to first model the realised variance as a garch process.
So, what I have done so far is, I got the swap rates from 2000-2006. Then, I calculated the logarithmic daily changes of them. Afterwards, I estimated a GARCH 1,1 process (although I am not sure if that was done right).
Then, my next forecast equation (in theory) is rt+h = c0 = c1*rt-1+h + e
rt = logarithmic daily changes
h= forecast period
How do I now forecast the realised variance for the next 10 years e.g.?
Since I am not the best at using EViews, I would appreciate any help/hints/assistance!
So, what I have done so far is, I got the swap rates from 2000-2006. Then, I calculated the logarithmic daily changes of them. Afterwards, I estimated a GARCH 1,1 process (although I am not sure if that was done right).
Then, my next forecast equation (in theory) is rt+h = c0 = c1*rt-1+h + e
rt = logarithmic daily changes
h= forecast period
How do I now forecast the realised variance for the next 10 years e.g.?
Since I am not the best at using EViews, I would appreciate any help/hints/assistance!