λEnter Calculus CompanionRegistered manuscripts, kept distinct
EnterAskBrowseOpenAIFormulasDevelopPlainEmergenceConnectionsProblemsSettings

Manuscript En03-A@1 · En03-A.tex · proof · 5398614e

Proof

Conditional approximation and verification interfaces › Independent-run sampling · lines 3045–3049

Back to manuscript

Proof. Hoeffding's inequality gives Pr(∣μ​−Ef∣>u)≤2e−2Nu2 Hoeffding1963. Substitute the displayed radius.

Nearby in this section

  • section: Independent-run sampling
  • section: Independent-run sampling
  • proof: Proof
  • section: Independent-run sampling

A searchable companion, not a proof checker. A restatement is not a verification, and results from one manuscript are not results of another. The registered manuscripts were produced by Ngo Cheung. The OpenAI section is a separate catalogue by OpenAI and is not a theorem of that series. Cite one registered manuscript as Cheung, N., with its identifier, at enter.grok.me.