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I am doing a calibration of UK's development using unified growth theory. My formula for population growth is:

$n = [(\gamma-\lambda)^\alpha]*[(\mu * A^\epsilon)/((\delta * M^\phi)^\alpha * L^{(1-\alpha)})]$

where $A$ and $M$ are totalfactorproductivity in the agricultural and manufacturing sector, respectively and $L$ is population. (All values are in the same period)

I have caculated population growth from 1870-2010, but I need to calculate population change, $n$, from 275-1871. How do I change the formula, thus I can calculate growth backwards

Any help will be greatly appreciated! Thank you

erik
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Emilie
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  • Hi, welcome to MSE. Please check out how to use MathJax to edit your next posts. Plus, please try to add the abstract and explain your efforts – Nikola Tolzsek Jul 31 '20 at 16:08
  • Hi. Do you have the data for the parameters in your formula for the period 275-1871? Also, this question might be more suitable for the Economics site. – erik Jul 31 '20 at 16:10

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