Population Dynamics with Immigration (Dan Han - UNC Charlotte)

  • Starts: 4:30 pm on Thursday, February 7, 2019
  • Ends: 5:30 pm on Thursday, February 7, 2019
The paper contains several results on the existence of limits for the first two moments of the popular model in the population dynamics: continuous-time branching random walks on the multidimensional lattice Z^d, d>= 1, with immigration. Additional result concerns the Lyapunov stability of the moments with respect to small perturbations of the parameters of the model such as mortality rate, birth rate and the immigration rate.
MCS 148, 111 Cummington Mall

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