P
Pulit Chhajer
Member
The core reading says as
"These can be monitored as well as yield differences. Ideally, a switch under consideration will look attractive, in relation to both yield and price histories. A practical problem in using price ratios is that they do not allow for the fact that the two bonds may have different coupons; they will have different prices but will both be redeemed at 100. So the ratio of the two prices will display a trend. This history of price ratios may be adjusted by this trend to
produce what are often known as ‘stabilized’ price ratios."
Yield Models
"Rather than compare a bond’s yield with a redemption yield curve it can be compared with
one of the alternatives such as a yield surface or par yield curve."
Could you please elaborate this with an example and illustrate the above points ?
"These can be monitored as well as yield differences. Ideally, a switch under consideration will look attractive, in relation to both yield and price histories. A practical problem in using price ratios is that they do not allow for the fact that the two bonds may have different coupons; they will have different prices but will both be redeemed at 100. So the ratio of the two prices will display a trend. This history of price ratios may be adjusted by this trend to
produce what are often known as ‘stabilized’ price ratios."
Yield Models
"Rather than compare a bond’s yield with a redemption yield curve it can be compared with
one of the alternatives such as a yield surface or par yield curve."
Could you please elaborate this with an example and illustrate the above points ?