I have a population model described by this system of differential equations: dN/dt = μN(1-(N+I)/κ) -φNP -ωN dI/dt = φNP -ηI -ωI dP/dt = βηI -φNP -ωP with κ = 2.2 ⋅ 10^7 μ = 0.47 φ = 10^-9 β = 50 η = 1.0 ω = 0.05 This system reaches equilibrium after a phase of oscillation. I would like to find…

How to bring a system of differential equations to zero with DifferentialEquations?

Luigi_Marongiu January 21, 2021, 4:31pm 7

I think I did it with cb2 and cb3…

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