Hello,
I am doing a MFE course project involving Hull-White short rate model.
(dr=[\theta(t)-a\cdot r]dt+\sigma dW\(t\))
Currently we are assuming (a) and (\sigma) are constants and plan to use market swaption data to calibrate the model to obtain these two parameters.
For H-W model, there are analytical formula which can be used for calibration. I am planning to use the formula and swaption data collected from Bloomberg to do calibration by Levenberg-Marquardt optimization.
Now, I have a few questions:
(1) I already collected Bloomberg data using 'USSW' command, as following
Those analytical formula generally include a term of strike (K). However, on this screen snapshot, I can not see strike data. Anyone can give me some hints about how to use these Bloomberg data?
(2) Is there a Bloomberg command that has similar function as 'USSW' but works for Sterling?
Thanks a lot for your help.
Regards,
Derek
I am doing a MFE course project involving Hull-White short rate model.
(dr=[\theta(t)-a\cdot r]dt+\sigma dW\(t\))
Currently we are assuming (a) and (\sigma) are constants and plan to use market swaption data to calibrate the model to obtain these two parameters.
For H-W model, there are analytical formula which can be used for calibration. I am planning to use the formula and swaption data collected from Bloomberg to do calibration by Levenberg-Marquardt optimization.
Now, I have a few questions:
(1) I already collected Bloomberg data using 'USSW' command, as following
Those analytical formula generally include a term of strike (K). However, on this screen snapshot, I can not see strike data. Anyone can give me some hints about how to use these Bloomberg data?
(2) Is there a Bloomberg command that has similar function as 'USSW' but works for Sterling?
Thanks a lot for your help.
Regards,
Derek