5 problems

Assume $a>0>b$ and $a+2b<0$. For the seasonal system denoted by (47ab1), let $\Lambda(m,T)$ be its growth rate, with migration rate $m$ and period $T$. Asymptotic growth conjecture…

Assume $a>0>b$ and $a+2b<0$. For the seasonal system denoted by (47ab), let $\Lambda(m,T)$ be its growth rate, with migration rate $m$ and period $T$. Asymptotic growth conjecture.…

Assume $a>0>b$ and $a+2b<0$, and let $\Lambda(m,T)$ be the growth rate of the three-patch seasonal system under consideration, with migration rate $m$ and period $T$. Upper-bound c…

Let $\Lambda(m,T)$ denote the growth rate for migration intensity $m$ and period parameter $T$, and suppose that the migration matrix is time independent. Let $r_i(\tau)$ denote th…

Short-period monotonicity conjecture. There exists $\bar{\omega}>0$ such that, for all $\omega<\bar{\omega}$, the asymptotic outbreak size $1-s^{(\infty)}(\infty)$ is decreasing in…