- An investor:
- wants to keep low interest rate sensitivity. (C1)
- wants to gain a substantially large OAS (option-adjusted spread) at a cheap price. (C2)
- is not concerned with credit risk.
- The term structure of interest rates is flat. (C3)
- (C1) A tranche with a low effective duration should be chosen.
- (C2) A cheap price → Low option cost, High OAS (*2)
- (C3) Z-spread = Nominal spread
| MBS | Effective duration | OAS | Nominal spread | Option cost(*1) | OAS/Option cost |
| PAC Tranches | |||||
| PT5 | 7.9 yrs | 47 bps | 62 bps | 15 bps | 3.13 |
| Support Tranches | |||||
| ST1 | 1.3 yrs (C1) | 36 bps | 60 bps | 24 bps | 1.50 (C2) |
| ST2 | 1.7 yrs (C1) | 35 bps | 69 bps | 34 bps | 1.03 |
(*1) Option cost = Z-spread - OAS; in this case, Z-spread = Nominal spread. (C3)
(*2) An investor who holds MBS with an embedded option does NOT actually receive an option cost (=premium). The investor gain only OAS (NOT z-spread) if option exercise is taken into consideration. So option costs should be lower, OAS should be higher.
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