A quantitative
assessment
4.32 The Bank of England does not provide any
estimate of the relative importance of the different channels
through which an interest rate change affects inflation. It only
reports an estimate of the total effect. Mervyn King explained
why:
"There is no operational
reason for wanting to distinguish between the importance of different
channels in the sense that when you change interest rates it is
the overall impact you are looking at. There may or may not be
an effect on the exchange rate, that will depend on circumstances,
but you cannot undo it. You cannot not only half a transmission
mechanism and not the other half." (Q 1622).
The discussion above suggests that the exchange rate
channel will be very important, especially in the short run. An
estimate of the relative importance of the different channels
can be made from the quarterly macroeconometric model published
in "Economic models at the Bank of England"[19].
As the Bank has not released a computer version of the model,
and since the model parameters are not fully specified in the
published report, the estimates can only be taken as a rough guide
to what the full model would produce. (We are obliged to say we
are not happy with this state of affairs. When we were promised
publication of the suite of models, we expected them to be in
such a form that experts could reproduce them and get them to
work. In addition, a workable version on disc would be expected
to follow fairly rapidly.)
4.33 Two types of simulation are made. Simulation
(i) assumes that the short-term interest rate is increased by
one percentage point for one quarter, and then returns to its
previous level. This implies a temporary shock to the interest
rate. Simulation (ii) assumes that the short-term interest rate
is increased by one percentage point for one year and that markets
fully anticipate this; it then returns to its original level.
From the uncovered interest rate parity (UIP) condition, this
implies that the exchange rate will instantly appreciate by 4
per cent, and then depreciate by 1 per cent each quarter until
after a year it is restored to its original value following the
return of interest rates to their original level, where markets
assume they will stay indefinitely.
4.34 The results are reported in Table A. The
total effect on RPIX inflation and the contributions due to the
exchange rate and demand channels are given for each type of simulation.
For both simulations the initial impact comes through the exchange
rate channel. As time elapses the importance of the demand channel
increases. After one year it exceeds that of the exchange rate
channel, and within another two years becomes dominant.
Table A
Importance of different transmission channels
in the response of RPIX inflation to a one percentage point increase
in interest rates