Følner-sequence density conjecture for sumsets in the integers
Let A,B⊆ewlineZA,B \subseteq ewline \mathbb ZA,B⊆ewlineZ be nonempty, and let F=(Fn)ninmathbbN\mathbf F=(Fn){ninmathbb N}F=(Fn)ninmathbbN be a Følner sequence of finite subsets of Z\mathbb ZZ, meaning that … for every t∈Zt\in\mathbb Zt∈Z.…