Readings in Money and Banking: Selected and AdaptedPhillips, Chester Arthur
General
Readings in Money and Banking: Selected and Adapted
Phillips, Chester Arthur
Banks and banking; Banks and banking -- United States; Money
For the fourth purpose, the regulation of currency, the proper
construction of the index number would seem to be as follows: (_a_) The
"articles" of which the prices are taken into account should be both
commodities and services; (_b_) both wholesale and retail prices should
be used; (_c_) the relative importance of each article should be
proportioned to the demand upon the currency which it makes. But here as
in other parts of the subject theory halts a little, and statistics lag
far behind theory.
Considering the theoretical doubts and statistical difficulties which
attend the determination of _weights_ proper to each purpose, there is
much to be said in favour of assigning equal relative importance to all
the items; especially if care is taken to include many articles such as
_corn_, _cotton_, etc., which for any of the purposes which may be
contemplated must be of first-rate importance. Such is the character of
some of the principal index numbers which have been constructed--those
of the _Economist_, of Jevons, of Soetbeer, and of Mr. Sauerbeck.
In the construction of such an index number the use of the arithmetic
mean is not imperative. Jevons employs the geometric mean. His reasons
for preferring it are not very clear (the "Variation of Prices,"
_Currency and Finance_, p. 120).... The geometric mean has also the
advantage of being less liable than the ordinary average to be unduly
affected by extremely high prices (_Report of the British Association_,
1887, p. 283). The great objection to the geometric mean is its
cumbrousness.
There is another kind of mean which has some of the advantages of the
geometric, and is free from its essential disadvantage; namely, the
median ... which is formed by arranging the items in the order of
magnitude, and taking as the mean that figure which has as many of the
items above as below it. For instance the median of the forty-five
percentages on which Mr. Sauerbeck's index number is based was, for
1892, 66; while the arithmetic mean was 68. It is difficult to see why
the latter result is preferable to the former; if what is required is an
_index_ of the change in general prices, not specially referred to any
particular purpose, such as of securing a constant benefit to a legatee.
Public-domain text, read in full here on John Shaqi.
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