Faustmann rotation and population dynamics in the presence of a risk of destructive events

Amacher, 2008, Forest landowner decisions and the value of information under fire risk, Canadian Journal of Forest Research, 35, 2603, 10.1139/x05-143 Buongiorno, 2001, Generalization of Faustmann’s Formula for stochastic forest growth and prices with Markov decision process models, Forest Science, 47, 466 Cao, 2006, Effects of initial stand states on optimal thinning regime and rotation of Picea abies stands, Scandinavian Journal of Forest Research, 21, 388, 10.1080/02827580600951915 Clark, 1976 Faustmann, 1849, Berechnung des Wertes welchen Waldboden sowie noch nicht haubare Holzbestände für die Weldwirtschaft besitzen, Allgemeine Forst-und Jagd-Zeitung, 25, 441 Goodnow, 2008, Ice damage and forest stand management, Journal of Forest Economics, 14, 268, 10.1016/j.jfe.2007.08.002 Haight, 1992, Optimal harvesting with stand density targets: managing rocky mountain conifer stands for multiple forest outputs, Forest Science, 38, 554 Hanewinkel, 2008, Storm damage modelling in Southwest Germany based on National Forest Inventory Data Hyytiainen, 2003, Forest rent or Faustmann: does it really matter? maximum sustained yield, Scandinavian Journal of Forest Research, 18, 457, 10.1080/02827580310013235 Kao, 1980, Simultaneous optimization of thinnings and rotation with continuous stocking and entry intervals, Forest Science, Monograph 22, 338, 10.1093/forestscience/26.3.338 Martell, 1980, The optimal rotation of a flammable forest stand, Canadian Journal of Forest Research, 10, 30, 10.1139/x80-006 Näslund, 1969, Optimal rotation and thinning, Forest Science, 15, 446 Ohlin, 1921, Concerning the question of the rotation period in forestry, Journal of Forest Economics, 1, 89 Pearse, 1967, The optimal forest rotation, Forest Chronicle, 43, 178, 10.5558/tfc43178-2 Peyron, 2003, La modélisation de la forêt landaise: portée et limites, 17 Reed, 1984, The effects of the risk of fire on the optimal rotation of a forest, JEEM, 11, 180 Roise, 1986, A nonlinear programming approach to stand optimization, Forest Science, 32, 735 Routledge, 1980, Effect of potential catastrophic mortality and other unpredictable events on optimal forest rotation policy, Forest Science, 26, 386, 10.1093/forestscience/26.3.389 Saint-André, L., Laclau, J.P., Bouillet, J.P., Deleporte, P., Mabiala, A., Ognouabi, N., Baillres, H., Nouvellon, Y., 2002. Integrative modelling approach to assess the sustainability of the Eucalyptus plantations in Congo. In: Fourth Workshop, IUFRO Working Party S5.01.04. “Connection Between Forest Resources and Wood Quality: Modelling Approaches and Simulation Software”. Harrison Hot Springs Resort, British Columbia, Canada, September 8–15, 2002. Saint-André, 2005, Age-related equations for above- and below-ground biomass of a Eucalyptus hybrid in Congo, Forest Ecology and Management, 205, 199, 10.1016/j.foreco.2004.10.006 Schreuder, 1971, The simultaneous determination of optimal thinning schedule and rotation for an even-aged forest, Forest Science, 17, 333 Thorsen, 1998, Optimal stand management with endogenous risk of sudden destruction, Forest Ecology and Management, 108, 287, 10.1016/S0378-1127(98)00233-3 Touza, 2008, A bioeconomic approach to the faustmann-hartman model: ecological interactions in managed forest, Natural Resource Modeling, 21, 551 Xabadia, 2000, The optimal selective logging time and the Faustmann formula, Journal of Forest Economics, 16, 63, 10.1016/j.jfe.2009.06.002