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Stochastic Description of Mutagenesis and Killing

A variety of chemically distinct lesions in DNA are likely to be involved in both killing and mutation. The average, or expected, number of biological [Pg.273]

If the relevant physical lesions are formed in direct proportion to dose, and if no dose-dependent processes are involved in the conversion of initial lesions to biological hits, then the hit function will be linear. More generally, H x) could be some more complex function that, nonetheless, can always be represented by an infinite power series in x with no constant term (since there can be no induced hits for zero dose). We denote the expected number of lethal and mutational hits at dose x by Hk x) and Hm(x), respectively. Thus, on the basis of single-event Poisson statistics, population homogeneity, and stochastic independence of mutation and killing, we can write [Pg.274]


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