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In addition to the d, p, q and r functions, the package provides m and lev functions to compute, respectively, theoretical raw moments, theoretical limited moments and the moment generating function (when it exists). All the probability distributions mentioned above are supported, plus the following ones: beta, exponential, chi-square, gamma, lognormal, normal (no lev), uniform and Weibull of base
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Finally, we can plot the model: The last step is to estimate every channel/touchpoint. It is pretty easy to do this by using the principle of Removal Effect. The core of Removal Effect is to remove each channel from the graph consecutively and measure how many conversions (or how much value) could be made (earned) without the one. The logic is the following: if we obtain N conversions without a c
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