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Potential Output: Concepts and Measurement - Department of Labour

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Darren Gibbs 77<br />

common procedure for estimating potential output is to fit a trend either to<br />

actual output or through its peaks. The choice between these two methods<br />

implies different views <strong>of</strong> the business cycle. The essential point is whether the<br />

gap between potential output <strong>and</strong> actual output over some cyclically neutral<br />

historical period is, on average, zero or positive. In the latter case there is<br />

presumably scope for appropriate macroeconomic policies to increase the mean<br />

level <strong>of</strong> output; but in the former case macroeconomic policies may be able to<br />

decrease the variability <strong>of</strong> output, but not increase its mean (assuming that initial<br />

macroeconomic policy settings are structurally optimal). 5<br />

The most attractive feature <strong>of</strong> these essentially theory-free estimates is their<br />

simplicity. The main univariate techniques are the trends through peaks<br />

approach, the linear time trend approach, <strong>and</strong> the Hodrick-Prescott filter<br />

approach. Discussion <strong>of</strong> the latter is reserved until later in this section where a<br />

more general application <strong>of</strong> filtering techniques is outlined.<br />

Trends through peaks approach<br />

The trends through peaks approach is one <strong>of</strong> the most popular techniques<br />

considered in the literature, <strong>and</strong> was the accepted methodology in the 1960s <strong>and</strong><br />

early 1970s. To apply this approach, seasonally adjusted output is first graphed.<br />

It is then assumed that ‘major’ peaks in the series represent output where<br />

resources in the economy are utilised at 100 percent <strong>of</strong> capacity. A straight line is<br />

drawn between each <strong>of</strong> the major peaks, <strong>and</strong> is then extrapolated (using the<br />

same slope as the line connecting the previous two peaks) beyond the last one.<br />

This line is taken to be potential output. The output gap is represented by the<br />

difference between the line representing potential output, <strong>and</strong> actual output.<br />

Because the approach results in a succession <strong>of</strong> discrete changes in a linear time<br />

trend, it is also sometimes referred to as the ‘split time trend’ method.<br />

This approach reflected the prevailing economic thinking at that time. The<br />

supply side <strong>of</strong> the economy was seen as deterministic, with changes in dem<strong>and</strong><br />

seen as the prime factor underlying observed business cycles. By focusing on the<br />

peaks <strong>of</strong> cycles, potential output was defined as the maximum possible output<br />

in a physical capacity or engineering sense; <strong>and</strong> so the calculated output gaps<br />

were almost always negative (ie actual output was below potential). As Laxton<br />

<strong>and</strong> Tetlow (1992) note, this reflected a belief that the unbridled economy tends<br />

towards inefficient outcomes, <strong>and</strong> that the goal <strong>of</strong> macroeconomic policy should<br />

be to <strong>of</strong>fset this tendency.<br />

As growth through the 1960s was relatively constant, <strong>and</strong> inflation was low<br />

<strong>and</strong> stable, the conceptual link between the output gap <strong>and</strong> inflation which had<br />

5<br />

As Laxton et al (1994) note, if the short-run Phillips curve is asymmetric, trend output<br />

will lie below potential output. In this circumstance, a policy aimed at decreasing the<br />

variability <strong>of</strong> output will also increase mean output.

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