Poissonian gap distribution conjecture for αnθ\alpha n^\thetaαnθ
Let α≠0\alpha\neq 0α=0 and let θ>0\theta>0θ>0 satisfy θ≠12\theta\neq\tfrac12θ=21 and θ∉Z\theta\notin\mathbb Zθ∈/Z. For each NNN, let y1(N)<⋯<yN(N)y_1^{(N)}<\cdots<y_N^{(N)}y1(N)<⋯<yN(N) be an ordering of the points…