THE EFFICIENT DESIGN OF TRANSPLANTABLE TUMOUR ASSAYS.
THE EFFICIENT DESIGN OF TRANSPLANTABLE TUMOUR ASSAYS.
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DOI:
10.1038/bjc.1963.78
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发表时间:
1963-12
影响因子:
8.8
通讯作者:
BERRY, R J
中科院分区:
文献类型:
--
作者:
PORTER, E H;BERRY, R J
METHODSIn this discussion the term" dose" is reserved for the number of morpho-logically typical tumour cells injected into a recipient animal. A reproductively intact cell is one that is capable of forming a tumour in the recipient. If a wellstirred suspension of cells is used and there is no clumping, the number of repro-ductively intact cells will follow a Poisson distribution (as pointed out by Hewitt, 1958): that is, the chance of no tumour developing is ex, where x is the mean number of intact cells per" dose". For example: if a dose containing on average 3 morphologically typical tumour cells were given to each of 100 animals, and if 37 of these failed to develop tumours, then the mean number of reproductively intact cells per" dose" would be estimated as the solution of ex= 0-37: in this case x-1. This would imply that about one in three of the morphologically typical tumour cells used were in fact reproductively intact. An experimental assay will normally use several different" doses", each in-jected into a group of assay animals: the problem becomes that of combining the information from all the groups, into one estimate of the proportion of tumour cells that are reproductively intact. Finney (1952) has discussed the maximum likelihood solution of this problem, using the ingenious device of an equivalent deviate. He points out that if an estimate is sought of the logarithm of the number