Titlebook: Mathematical Modelling Skills; Dilwyn Edwards,Michael Hamson Textbook 1996Latest edition D. Edwards & M. J. Hamson 1996 differential equat

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D. Edwards & M. J. Hamson 1996

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Modelling with Integration,e variable as well as the time .. In this chapter we deal with the slightly easier case where we have an explicit model in terms of . for the rate of change of our variable, . = .(.). To find an expression for the variable in terms of . we can then integrate to give

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Modelling with Random Numbers,r, is full of uncertainty and this too can be modelled. Models which take uncertainty into account are called . and the output from them is in the form of a . of results. This pattern is usually summarised into a histogram or distribution or encapsulated into summary measures such as the mean and standard deviation.

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