KnowraChebyshev's inequalityLinked fromLinked fromThe 11 pages that link to Chebyshev's inequality, each with the reason it gives.All 11Broader topic 4Related 3Compared with 4Chebyshev's sum inequalityCompared with: Despite the shared name, this probability bound is distinct from the sequence inequality.Kolmogorov's inequalityCompared with: It bounds one fixed sum, while Kolmogorov's inequality handles every partial sum at once.Popoviciu's inequalityCompared with: Unlike Popoviciu's result, it uses variance to bound tail probabilities, not support to bound variance.68–95–99.7 ruleCompared with: It applies without normality but gives weaker bounds than the rule’s normal-specific percentages.