Analytic review: some current problems of human population genetics.
Analytic review: some current problems of human population genetics.
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分析回顾:当前人类群体遗传学的一些问题。
DOI:
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发表时间:
1973
影响因子:
9.8
通讯作者:
L. Cavalli
中科院分区:
文献类型:
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作者:
L. Cavalli
In recent years there has been a considerable increase of interest in human population genetics. Various motives have inspired this trend: (1) There can be no genetic analysis of human genetic data without an understanding of the principles of population genetics. The mathematics involved may be tedious but have largely been made negotiable, thanks to the increasing popularity of computers. (2) Human data may supply insight into some general evolutionary problems which are not so easily solved in other organisms; the wealth of material already accumulated or potentially available is enormous. (3) Physical anthropologists realize increasingly that this branch of genetics is the theoretical backbone for their work. Social and cultural anthropologists may soon start realizing that there are important areas of overlap. (4) Anything human tends to attract more curiosity and, at times of dwindling financial support for research, has perhaps a higher chance of being funded. The usefulness of computers could not be overemphasized. Statistical methods that were available but not employed because of the heavy arithmetic involved are now usable in practice. Computers can also supply theoretical answers by Montecarlo or simulation methods to problems which are out of reach for mathematical techniques. Both advantages should be -viewed with caution. Realism shows that in many biological estimations even the first significant digit may be in doubt. For this reason, the use of highly sophisticated methods requiring computers may sometimes generate perplexity, but by now it is often most economical to use programs already available for electronic computers. As to the use of computer simulation, it does not seem to be (usually at least) that exercise in "solipsism" which Morton denounces. It is true that in several cases an analytic technique can be found which answers the problem. But this may not be achievable before simulation; the heuristic value of simulating a complex phenomenon, in sorting out essential variables-or discovering unexpected conclusions-should not be minimized. Moreover, many of the mathematical theories of evolutionary genetics are themselves approximate or highly oversimplified, and computer simulation helps in showing their range of applicability. It may be argued that the first motive is likely to decrease in importance with