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 Apr17 accepted One epsilon-delta statement implies the other. Darboux Integrability. Apr17 answered Prove that $\frac{1}{\sqrt{2n-1}}-\frac{1}{2n}\geq \frac{1}{2n}$ for $n = 1, 2, 3,…$ Apr4 comment Darboux Integrability epsilon-delta proof I have filled in the details. Your answer has proven most useful. Apr2 awarded Supporter Apr2 comment Darboux Integrability epsilon-delta proof Thanks. I will look into this. Apr2 comment Darboux Integrability epsilon-delta proof finally, by overlapping does that mean that a certain subinterval of the partition D contains one of the endpoints of a subinterval in P? Apr2 comment Darboux Integrability epsilon-delta proof and why do we need to consider P_min? Apr2 comment Darboux Integrability epsilon-delta proof I assume that by M and m you mean the supremum and infimum on that particular interval right? Mar30 awarded Scholar Mar30 accepted Darboux Integrability epsilon-delta proof Mar30 asked One epsilon-delta statement implies the other. Darboux Integrability. Mar28 comment Darboux Integrability epsilon-delta proof How would that solve the problem? I'm actually trying to get rid of the N, because N depends on the partition. It is not very clear. Please, explain. Mar28 awarded Student Mar28 asked Darboux Integrability epsilon-delta proof