3 problems

Consider a $k$-relative-threshold process in which, at each round, bins are sampled and the allocation rule uses threshold offsets; in particular, consider either $k\geq 2$, or…

Consider a relative-threshold process with offset function $f(n)\in(0,\log n)$, where in each round two bins are sampled independently and uniformly and the first bin receives the…

Let $m$ balls be allocated across $n$ bins and repeatedly reallocated by the repeated balls-into-bins process: in each round, one ball is removed from each non-empty bin and each r…