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Biology_of_Mustelids_Vol_1.pdf

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33.<br />

ermine as an example supporting "Bergmann's Rule".<br />

A criticism <strong>of</strong> "Bergmann's Rule", and an analysis <strong>of</strong> its<br />

application to honiothermic animals, was presented in the work <strong>of</strong><br />

Terent'ev(16).<br />

However, in later summaries <strong>of</strong> the ecology <strong>of</strong> animals(9)<br />

critical evaluation <strong>of</strong> this "rule" is ignored, and, as before, the ermine<br />

is used as a representative <strong>of</strong> the mammals in which the pattern <strong>of</strong> intraspecific<br />

variation in body size may be understood in terms <strong>of</strong> "Bergmann's<br />

Rule".<br />

These fscts caused us to re-examine the pattern <strong>of</strong> intraspecific<br />

variation in body size <strong>of</strong> the ermine from various regions in the USSR and<br />

to determine to what degree "Bergmann's Rule" is applicable to this pattern.<br />

Altogether, more than 250 individuals were studied (mainly from the stock<br />

<strong>of</strong> the Institute <strong>of</strong> Zoology, Academy <strong>of</strong> Sciences <strong>of</strong> the USSR).<br />

As the animals at our disposal were from distinct geographical<br />

regions, it was possible to separate all the data into twelve groups,<br />

arranged from west to east in two separate series.<br />

The northern series<br />

represented Central Russian, Tobol'skii, Turukhanskii, Kolymskii,<br />

Karaginskii, and Kamchatskii ermine:<br />

the Southern series, Ferganskii,<br />

Semirechenskii, Altaiskii, Mongolian, Zabaikal'skii, and Shantarskii<br />

ermine.<br />

According to theor geographical distribution, these groups<br />

correspond to subspecies <strong>of</strong> ermine described in the works <strong>of</strong> Qgnev(10)<br />

and Yurgenson(19).<br />

By comparing the mean body lengths <strong>of</strong> the ermine from different<br />

regions, it is possible to establish a definite pattern in the variation in<br />

J<br />

size, between different groups <strong>of</strong> one series and also between adjacent<br />

groups <strong>of</strong> the northern and southern series (Table 2).

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