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1976
Let X(t) be the number of tumor cells at time t, and Pr{X(t) = n} = pn(t) is the density of X. A “birth”, i.e., an increase of one of the total population of cancer cells, can occur either by mutation of a normal cell caused by the action of the carcinogen, consisting of randomly (Poisson) distributed hits, or by reproduction of existing cancer cells ...
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Let X(t) be the number of tumor cells at time t, and Pr{X(t) = n} = pn(t) is the density of X. A “birth”, i.e., an increase of one of the total population of cancer cells, can occur either by mutation of a normal cell caused by the action of the carcinogen, consisting of randomly (Poisson) distributed hits, or by reproduction of existing cancer cells ...
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1982
Chapter 2 and the first section of chapter 3 contain some mathematics. If this seems too unfamiliar, too hard, or too much burdened by unpleasant school memories, one can just skim over this part, murmuring “blah-blah” at every formula, and still understand the subsequent chapters.
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Chapter 2 and the first section of chapter 3 contain some mathematics. If this seems too unfamiliar, too hard, or too much burdened by unpleasant school memories, one can just skim over this part, murmuring “blah-blah” at every formula, and still understand the subsequent chapters.
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A Mathematical Modeling Approach to Introductory Mathematics
The American Mathematical Monthly, 1977Cecil R. Hallum +3 more
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