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Plains Indian Studies - Smithsonian Institution Libraries

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NUMBER 30 163<br />

pling scheme used. The problem of interdependence<br />

is most significant when the taxon estimate<br />

is taken as a quantity rather than a proportion.<br />

When taxon frequency based on E is taken as a<br />

relative figure, interdependence is significant only<br />

when different species have different degrees of<br />

this bias.<br />

With regard to fossil assemblages, Holtzman<br />

(1979:81-82) has made these remarks about<br />

taxon estimators and interdependence:<br />

It is unfortunate, I think, that the abundance of the most<br />

abundant element has come to be known as the minimum<br />

number of individuals because the latter term leaves the<br />

impression that there is something intrinsically important<br />

about the minimum number of individuals. Its conceptual<br />

insignificance can be appreciated by imagining that specimens<br />

originating from a single once living individual could<br />

somehow be recognized with certainty. For a great many<br />

fossil assemblages the resulting true minimum number of<br />

individuals would equal or nearly equal the number of<br />

specimens. The MNI estimate would then converge on frequency<br />

of specimens, the very estimate that it was designed<br />

to avoid. The common origin of two specimens from a single<br />

once living individual is only of interest when the sampling<br />

procedure is biased so that the collection of one such specimen<br />

increases the probability of collecting the other. The<br />

relationship of MNI (or any other estimate) to this sampling<br />

bias remains largely unknown.<br />

The guess that true MNI probably approaches<br />

total count is considered a reasonable assumption<br />

for faunal samples from Near Eastern tells<br />

(Hecker 1975; Hesse and Perkins, 1974; Perkins,<br />

1973). An example that can be used to extend<br />

this opinion to North American sites has been<br />

presented by Guilday (1970) for historic Fort<br />

Ligonier, Pennsylvania. For the <strong>Plains</strong>, B. Gilbert<br />

(1969:286, table 7) provides an instructive example.<br />

From ethnographic data, he calculated<br />

the bison meat consumption of a typical villager<br />

at two pounds per day. He then calculated the<br />

total amount of meat represented by the MNI for<br />

bison based on the samples recovered from a<br />

single site. Depending on the length of occupation<br />

and the number of inhabitants visualized (Gilbert<br />

offers three scenarios), the sample recovered only<br />

accounts for between 2 and 6 percent of the bison<br />

meat required.<br />

If interdependence affects the sample for the<br />

various species in a site differentially, it would be<br />

very important to measure this effect. Such a<br />

procedure has long been carried out in <strong>Plains</strong><br />

bison kills, but rarely has it been considered for<br />

midden sites anywhere. Exceptions include<br />

Poplin's (1975) painstaking reconstruction of<br />

bone fragments that led to his discovery of<br />

discard units in a trash heap. Coy (1977:129)<br />

offers the least mechanical approach to the problem<br />

of interdependence. She describes a value<br />

called the "probable number of individuals,"<br />

which is defined as "a personal estimate of the<br />

actual number of animals represented, arrived at<br />

after detailed study of the bones themselves and<br />

the groupings in which they were found." This<br />

procedure is analogous to that described by Parmalee<br />

(1977:193) in the corrections he makes to<br />

MNI based on age considerations, though his<br />

final assessment indicates he feels that interdependence<br />

is high in the collections he studied.<br />

Schram and Turnbull (1970:3) stated in the<br />

introduction to their study of the Broom Cave<br />

fauna: "In order to arrive at an estimate of the<br />

actual size of a sample that is comprised largely<br />

(or entirely) of very fragmentary materials, a<br />

means of confining and restricting the spread<br />

between the assessments of maximum and minimum<br />

numbers of individuals must be found."<br />

They propose the calculation of two values in<br />

addition to MNI. One is the "age spread minimum<br />

number of individuals," which is calculated<br />

in the same way Parmalee calculates MNI. The<br />

other value is the "minimal estimate of the maximum<br />

number of individuals." This value is arrived<br />

at by defining skeletal portions likely to be<br />

preserved as units based on an understanding of<br />

the nature of the deposit. This procedure is related<br />

to the point made by Binford (1978:478),<br />

that anatomical units are what are processed by<br />

cultural systems. White (1956:402) points out,<br />

"In certain groups the parents and grandparents<br />

of the man and wife customarily received specific<br />

elements of the carcass such as the left front leg."<br />

It is possible to elaborate on ethnographic observations,<br />

such as White's, to create a list of anatomical<br />

parts likely to be interdependent and to

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