Loading... |
Reply to author |
Edit post |
Move post |
Delete this post |
Delete this post and replies |
Change post date |
Print post |
Permalink |
Raw mail |
I got distracted with some other things, but I think I get get back to
trying to implement Ayache-Forstyh for convertible bonds. Looking over the code, I was wondering if it would be a good idea to include an "isConstant" method in the Black Scholes process classes so that the Pricing engines can automatically use that know to lookup the interest rate and dividend yields only once. Thoughts? |
Loading... |
Reply to author |
Edit post |
Move post |
Delete this post |
Delete this post and replies |
Change post date |
Print post |
Permalink |
Raw mail |
Hi,
does someone know how to invert (reverse) a matrix ?
I got distracted with some other things, but I think I get get back to ... [show rest of quote]
Appel audio GRATUIT partout dans le monde avec le nouveau Yahoo! Messenger Téléchargez le ici ! |
Loading... |
Reply to author |
Edit post |
Move post |
Delete this post |
Delete this post and replies |
Change post date |
Print post |
Permalink |
Raw mail |
In reply to this post by Joseph Wang
On 06/28/2005 06:53:58 AM, Joseph Wang wrote:
> > Looking over the code, I was wondering if it would be a good idea to > include an "isConstant" method in the Black Scholes process classes > so that the Pricing engines can automatically use that know to lookup > the interest rate and dividend yields only once. I don't think the BS process has a way to determine whether it's constant, apart from trying to cast the term structures to constant ones---and that will leave out user-defined constant structures. I'd rather have an "isConstant" parameter passed to the engine constructor, so that the engine will take the zero rates and use them throughout (this could also be done for non-constant term structures.) Later, Luigi ---------------------------------------- Prediction is very difficult, especially if it's about the future. -- Niels Bohr |
Loading... |
Reply to author |
Edit post |
Move post |
Delete this post |
Delete this post and replies |
Change post date |
Print post |
Permalink |
Raw mail |
In reply to this post by Adjriou Belak
On 07/01/2005 09:03:31 PM, Adjriou Belak wrote:
> > does someone know how to invert (reverse) a matrix ? There's no direct way at this time. You can use one of the provided matrix decompositions and work out the inverse from the results. Later, Luigi ---------------------------------------- The rule on staying alive as a forecaster is to give 'em a number or give 'em a date, but never give 'em both at once. -- Jane Bryant Quinn |
Free forum by Nabble | Disable Popup Ads | Edit this page |