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Producer Price Index Manual: Theory and Practice ... - METAC

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<strong>Producer</strong> <strong>Price</strong> <strong>Index</strong> <strong>Manual</strong><br />

1.300 An output index can be constructed under<br />

alternative classification structures. The most common<br />

constructs are based on industry, commodity,<br />

or stage of processing. International industry classifications<br />

(for example, ISIC) <strong>and</strong> commodity classifications<br />

(for example, CPC) are available for use in<br />

index construction to ensure adherence to accepted<br />

statistical st<strong>and</strong>ards <strong>and</strong> facilitate international<br />

comparisons. Many countries or regions have developed<br />

local adaptations of these classifications<br />

that still conform to the underlying principles.<br />

1.301 Formal classifications are hierarchical in<br />

nature. For example, ISIC covers the entire economic<br />

activity of an economy <strong>and</strong> provides for the<br />

progressive aggregation of data from a fine level of<br />

detail (for example, soft drink manufacturing),<br />

through successively broader levels of aggregation<br />

(for example, manufacturing of beverages; food,<br />

beverage, <strong>and</strong> tobacco manufacturing; total manufacturing).<br />

In designing an index classification<br />

structure, it is important to consider issues such as:<br />

• Publication goals. In particular, the level of detail<br />

to be released, whether the indices will be<br />

national only or include regional series, <strong>and</strong> the<br />

needs of internal users;<br />

• Potential bias in the index due to product replacement<br />

<strong>and</strong> new goods. There are opportunities<br />

to minimize such bias through grouping<br />

products that are close substitutes.<br />

1.302 Having determined the index classification<br />

structure, the weighting pattern needs to be derived<br />

<strong>and</strong> issues of sample design <strong>and</strong> price collection<br />

addressed.<br />

Step 3. Deriving the weighting pattern<br />

1.303 A price index can be considered as being<br />

built up from samples of prices of individual (or<br />

price relatives) which are progressively weighted<br />

together through successive levels of aggregation<br />

within a classification framework.<br />

1.304 In considering the development of an index<br />

weighting pattern, two different categories of indices<br />

need to be considered: lower level indices<br />

(sometimes referred to as elementary aggregates)<br />

<strong>and</strong> upper level indices.<br />

1.305 The lower-level indices are built up by<br />

combining together the individual prices using one<br />

of a range of available price index formulas. At this<br />

initial level of aggregation, the internal weighting<br />

can be either explicit or implicit. If explicit weights<br />

are used, then, as part of the price collection activity,<br />

it is necessary to obtain relevant value data (for<br />

example, product sales). This is discussed further<br />

under Step 5 below. On the other h<strong>and</strong>, if implicit<br />

weights are used, then the design features of the<br />

sampling techniques employed to select the product<br />

specifications for pricing need to result in the prices<br />

being “self-weighted.” Such a result would be<br />

achieved, for example, by using probability sampling<br />

proportional to size.<br />

1.306 Upper-level indices are formed through<br />

weighting together lower level indices through progressive<br />

levels of aggregation defined by the classification<br />

structure, usually employing weights that<br />

are fixed for a period (say one, three, or five years)<br />

between index reweighting.<br />

1.307 The selection of the level in the index hierarchy<br />

at which the structure <strong>and</strong> weights are fixed<br />

for a period is particularly important. The main advantage<br />

of setting the level relatively high (for example,<br />

at the four-digit industry or product group<br />

level) is that the price statistician then has greater<br />

discretion to update the lower-level price samples<br />

(at the establishment <strong>and</strong> product level), their structure,<br />

<strong>and</strong> their internal weighting on a needs basis<br />

as market activity changes. New products <strong>and</strong> establishments<br />

can be introduced easily into the samples,<br />

<strong>and</strong> the weights at the lower level reestablished<br />

on the basis of more recent market conditions.<br />

That is, there is greater opportunity to keep<br />

the index representative through an ongoing program<br />

of sample review (see Step 9).<br />

1.308 On the other h<strong>and</strong>, if the level is set relatively<br />

low in the index structure, there is less freedom<br />

to maintain the representativeness of the index<br />

on an ongoing basis, <strong>and</strong> there will be a greater dependence<br />

on the periodic index review <strong>and</strong> reweighting<br />

process (see Step 10). In such circumstances,<br />

the argument for frequent reweighting becomes<br />

stronger.<br />

1.309 Assume a manufacturing output index is to<br />

be developed with the broad index structure based<br />

on ISIC. In order to derive the upper-level weighting<br />

pattern, a data source is required; potential<br />

sources include industry surveys, economic censuses,<br />

input-output tables, <strong>and</strong> international trade<br />

statistics.<br />

52

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