Figure 4From: Dynamical analysis and optimal harvesting of a stochastic three-species cooperative system with delays and Lévy jumpsDistributions of \(x_{1}(t)\), \(x_{2}(t)\), \(x_{3}(t)\) when \(\sigma _{1}=\sigma_{2}=\sigma_{3}=0.1\), \(\gamma_{1}(u)=0.2\), \(\gamma_{2}(u)=1\), \(\gamma_{3}(u)=3\)Back to article page