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A differential version of the Efron-Stein inequality: bounding the variance of a function of an infinitely divisible variable

. Statistics & Probability Letters, 7 (2): 105--112 (September 1988)

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A differential version of the Efron-Stein inequality: bounding the variance of a function of an infinitely divisible variable. Statistics & Probability Letters, 7 (2): 105--112 (September 1988)Covariance identities for normal variables via convex polytopes. Statistics & Probability Letters, 30 (4): 363--368 (Nov 15, 1996)Asymptotic Behavior of a Set-Statistic., and . Discret. Comput. Geom., 23 (3): 333-365 (2000)An APL package for convex geometry., and . APL, page 376-383. ACM, (1975)