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13<br />

QUANTIFICATION AND SOCIAL INDICATORS *1<br />

1897<br />

The quantitative oppositions of societies merit our consideration for a moment. Whether simultaneous<br />

or successive, symmetrical or rhythmic—especially if rhythmic—they have a reality and an<br />

importance that need to be clearly defined and delimited. First of all, what are social quantities?<br />

What is their nature and their relationship to the psychological quantities of social beings and to the<br />

physical quantities these beings possess? From whatever angle it is considered, a society easily<br />

reveals things which increase or decrease, highs or lows, among which only a small number can<br />

successfully be measured by statistics. This does not mean to say that these measurable quantities are<br />

more pure or more real quantities than the others. Their privilege of being measurable usually derives<br />

from some external sign which is conveniently perceptible and which, despite their insufficient<br />

homogeneity, designates them for calculation, whereas others, much more homogeneous but less<br />

visible, elude the calculators.<br />

Population advances or declines; a religion gains or loses followers; and a political party,<br />

adherents. A language is spoken by an increasing or decreasing number of individuals. Primary,<br />

secondary, and higher education expands or declines. Production and consumption of a commodity, a<br />

cloth, any industrial article, augments or diminishes. 1 A vice, such as drunkenness or alcoholism, a<br />

type of crime, such as indecent assault on children, becomes more frequent or more rare. These many<br />

things therefore can be called dimensions, since they are capable of augmentation or diminution and<br />

are measured by statistics; and there are a host of others which, while not statistically measurable, are<br />

no less certain. But these are derived and complex dimensions in which the physical and vital<br />

elements are mixed in with the social ones as heterogeneous elements are mixed with homogeneous<br />

ones: it is important to distinguish what there is in them that is truly quantitative and truly social. Shall<br />

we say that this something is one or the other of the two psychological quantities that we know about,<br />

belief and desire? No, because even though these two psychological quantities are always found<br />

combined and summed up in social quantities, the social quantities differ greatly from the<br />

psychological ones, precisely because they both derive from and are the sum and the combination of<br />

the psychological quantities—the sum, thanks to imitative propagation; the combination, thanks to<br />

logic. Properly speaking, social quantities do not exist because psychological quantities exist but<br />

because there exist mental things, either quantitative or even qualitative, which repeat themselves and<br />

accumulate by repeating themselves. Thus even if everything about each of us were affective and<br />

sensate, with nothing homogeneous, it would suffice for our minds to reflect one another and to<br />

communicate their states of being to one another in order for the imitative propagation of each of<br />

these states to become a dimension expressible in regularly increasing or decreasing numbers. And<br />

are we really ever sure, even in physics, that beneath the quantities we measure, such as the intensity<br />

of light or the pitch of a sound, there are not hidden realities, complicated and picturesque but more<br />

or less alike, which are repeated in such great numbers that their true discontinuity acquires the false<br />

air of continuity? In chemistry it is quite probable that the elements of a substance are small and<br />

different individual items, which are, however, similar in some respects, and it is these aspects that<br />

we consider when we confer the name of quantity to them as a group, to the whole mass of them.<br />

The same holds true for men. Statistically they are counted as similar—as French, English,

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