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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 />

contribute much more to the fit of the model. A<br />

second, qualitative criterion is that the included<br />

characteristics be meaningful to the participants in<br />

the market for the product.<br />

B.2 Conceptual issues<br />

7.43 Recalling Chapter 2, a PPI is an index designed<br />

to measure the average change in the price<br />

of goods <strong>and</strong> services as they leave the place of<br />

production (output prices at basic values) or as<br />

they enter the production process (input prices at<br />

purchaser’s values). There are PPIs for total output<br />

<strong>and</strong> intermediate input. There are also PPIs for a<br />

range of net output concepts, at different levels of<br />

aggregation, representing different stages of production:<br />

primary products, intermediate goods, <strong>and</strong><br />

finished goods. Changes over time in the prices of<br />

inputs are an indicator of potential inflation, which<br />

will, to some degree, feed through to output prices<br />

as output inflation. Section B.2.1 discusses the<br />

output price index. It focuses on the general quality<br />

adjustment problem for output price indices <strong>and</strong><br />

the restrictive assumptions that have to be maintained<br />

to use the often-favored resource cost approach<br />

to quality adjustment. The principles relating<br />

to an input price index follow in Section B.2.2.<br />

It outlines the quality adjustment problem for input<br />

price indices <strong>and</strong> the restrictive assumptions that<br />

have to be maintained to use the often-favored user<br />

value approach to quality adjustment. The discussion<br />

continues in Section B.2.3 with a brief introduction<br />

to two problems associated with resource<br />

cost <strong>and</strong> user value approaches. The first, in Section<br />

B.2.4, occurs when technology substantially<br />

changes <strong>and</strong> fixed-input output indices make little<br />

sense for valuing higher quality products produced<br />

at much lower unit cost. The second is the reconciliation<br />

problem in national accounts at constant<br />

prices referred to above, a problem that leads the<br />

<strong>Manual</strong> to recommendations on a unified valuation<br />

system in Section B.2.5.<br />

B.2.1 Fixed-input output price index<br />

7.44 In this <strong>Manual</strong>, the principal conceptual<br />

basis for the output PPI is the fixed-input output<br />

price index (FIOPI). The output PPI thus aims to<br />

measure an output price index constructed on the<br />

assumption that inputs <strong>and</strong> technology are fixed. 4<br />

4 See Chapter 17, Section B.1, for more on this conceptual<br />

framework.<br />

Chapter 18 defines the FIOPI as a ratio of revenue<br />

functions. The revenue function of an establishment<br />

expresses the value of its output as a function<br />

of the prices it receives <strong>and</strong> the quantities of inputs<br />

required to produce the output. It recognizes that<br />

only a finite number of varieties or products are<br />

producible at any given time but also grants that<br />

for given inputs <strong>and</strong> technology, there may be a<br />

continuum of designs from which producers select<br />

this finite number of products. Hence, in response<br />

to changes in preferences or the technologies of<br />

producers using a given establishment’s output,<br />

there may be different sets of products produced<br />

from period to period from a given set of inputs<br />

<strong>and</strong> technology.<br />

7.45 Compilers <strong>and</strong> even price index theorists<br />

are used to thinking in the narrower framework<br />

comparing the prices of exactly the same things<br />

from period to period. 5 For example, they would<br />

measure a shirtmaker’s price change on the assumption<br />

that the cutting, sewing, folding, packaging,<br />

<strong>and</strong> so forth were all undertaken in the same<br />

way from the same labor, capital, <strong>and</strong> material inputs<br />

in the two periods being compared. If the<br />

revenue increased by 5 percent, given that everything<br />

else remained the same, then the output price<br />

also increased by 5 percent. If such things do not<br />

change, then a measure of a pure price change results.<br />

7.46 Even if technology <strong>and</strong> inputs remain the<br />

same, the way things are produced <strong>and</strong> sold may<br />

change. For example, the shirtmaker may start improving<br />

the quality of his or her shirts by using extra<br />

cloth <strong>and</strong> more stitching using the same machinery.<br />

The price basis or product description underlying<br />

this comparison has changed within a<br />

given technological framework. A direct comparison<br />

of successive months of shirt prices includes,<br />

in this case, not only the effects on revenue from<br />

price changes but also changes in product characteristics<br />

<strong>and</strong> quality. To include the increase in<br />

revenue resulting from improved quality would be<br />

to misrepresent price change—to bias the index<br />

upward. <strong>Price</strong>s would not, in fact, be rising as fast<br />

as indicated by such an unadjusted index.<br />

7.47 A pure price relative for a product fixes<br />

the product description or price basis by definition.<br />

For the price basis not to change, the product’s ob-<br />

5 See, for example, Gerduk, Gousen, <strong>and</strong> Monk (1986).<br />

148

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