Figure 1: Flattening Effect for new agency pass-throughs

 
Curve as of 08/29/2003
Flat Curve
    CC Speed FC Speed CC & FC Speed
FN Coupon*
OAS
Px Dur PSA CPR
PSA
CPR
Px
Dur
PSA
CPR
5.5
40
99.26
4.76
261
12.7
174
8.8
99.49
3.50
261
12.7
5.75
40
100.46
4.45
309
14.7
185
9.3
100.29
3.20
309
14.7
6.0
40
101.56
4.11
390
17.9
199
10.0
101.03
2.91
390
17.9
6.25
40
102.56
3.77
534
22.8
220
11.0
101.71
2.65
534
22.8
6.5
40
103.46
3.43
754
29.2
253
12.4
102.33
2.41
754
29.2

Arbitrage-free valuation is driven by the profile of the "forward-curve" (FC) speeds that, in today's market, are much slower than the "current-curve" (CC) speeds. When the curve becomes flat, the FC speeds will be identical to CC speeds, i.e. will accelerate. Correspondingly, premium instruments will become considerably compressed in prices and durations.

It is not difficult to foresee what will happen with other instruments or features when the curve flattens. IOs and MSRs will lose value drastically whereas POs will gain (with this point in mind, hedging against curve risk must be mandatory in the repertoire of MSR risk managers). Prepay penalty origination (and related security trading) may flourish, as bankers will finally be able to justify a sizable rate break for applicants willing to forfeit their call option.

Does the short end matter?
Let us keep in mind that simple computation of long forward rates involves shorter rates too. For example, a 7-year zero periodic rate, 3-year forward, [denote it         ] will depend on today's 10-year zero rate [           ] and 3-year zero rate [   &nb  ], that is

>>>

 

MTGEFNCL = 5.67%
* WAM = 360 months for all groups
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