1. Approximately optimal forest rotation in a nonstationary environment.
- Author
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Gars, Johan and Spiro, Daniel
- Subjects
FOREST landowners ,HARVESTING ,CLIMATE change ,PROFIT & loss ,LAND use ,TREE growth - Abstract
The problem of optimal forest rotation in a nonstationary environment can, in general, not be solved analytically. Even qualitatively characterizing how the solution changes over time is only possible in some special cases. In this paper, we consider an approximation of the true solution to the nonstationary problem. We derive an approximate harvesting rule by solving a sequence of stationary problems that assume the growth conditions at that point in time will prevail indefinitely. Each such problem can be solved using the classic Faustmann rule. We numerically compare this approximate solution to the true solution, both in terms of the harvesting rule and the resulting expected profits, for a wide range of scenarios. We find that the harvesting rules are very similar (mostly <1 $\lt 1$% difference) and the profit losses associated with following the approximate rule are very small (less than 0.3%). Recommendations For Resource Managers: We consider a forest‐rotation decision when climate change, or technology, change the growth of trees. Recommendations for forest owners or managers may include: Taking climate change and technology into account is important for forest managers' decision of when to harvest.Predicting precisely how climate change will change future forest growth is probably not important for the rotation decision.But observing the changes in forest growth without too much delay is most likely very important.Our results pertain to the forest‐rotation decision and do not take into account, for example, thinning, changing tree species, or selling the land for other use. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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