6 problems

Let $X$ be an integral projective variety of dimension $n$, let $k$ be a nonnegative integer, and let $\operatorname{mob}$ denote the mobility function on the pseudo-effective cone…

Consider the epidemic system with mobility parameter $\gamma$, and let survival mean that the system has a positive fraction of infected points. In the parameter region under consi…

Let $\Phi$ and $\Psi$ be the stationary point processes of infected and susceptible points, respectively, with infection intensity parameter $\alpha$, susceptible-point intensity…

Consider a wireless ad hoc network with a covertness constraint, in which mobile nodes may have trajectories with limited correlation rather than being uniformly and independently…

Mobility conjecture.

Let $X$ be a projective variety of dimension $n$. For a class in $N_k(X)$, let $\operatorname{mob}$ denote its mobility, and let $\operatorname{\overline{Eff}}_k(X)$ be the pseudo-…