A proof mining case study on the unit interval
Title: A proof mining case study on the unit interval Speaker: Andrei Sipoș (University of Bucharest & IMAR) Abstract: In 1991, Borwein and Borwein proved the following: if L>0, f : → is L-Lipschitz, (xn), (tn) ⊆ are such that for all n, xn+1=(1-tn)xn+tnf(xn) and there is a δ>0 such that for all n, tn≤(2-δ)/(L+1), then …

