DOI: 10.1016/S0025-5564(98)10058-5
关键词: Fishing 、 Noise 、 Stationary distribution 、 Random environment 、 Stochastic differential equation 、 Mathematics 、 Mathematical optimization 、 Econometrics 、 Type (model theory) 、 Carrying capacity 、 Variable (computer science)
摘要: We study the growth of populations in a random environment subjected to variable effort fishing policies. The models used are stochastic differential equations and environmental fluctuations may either affect an intrinsic parameter or be additive noise type. Density-dependent natural policies very general form so that our results will model independent. obtain conditions on for non-extinction non-fixation at carrying capacity similar obtained corresponding deterministic model. also existence stationary distributions (as well as expressions such distributions) equilibrium provide minimal requirements choice wise density-dependent policy.