Distance between sampling with and without replacement
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Publication:4178321
DOI10.1111/j.1467-9574.1978.tb01387.xzbMath0395.62010OpenAlexW1983681461MaRDI QIDQ4178321
Publication date: 1978
Published in: Statistica Neerlandica (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1111/j.1467-9574.1978.tb01387.x
Sampling Without ReplacementKullback-Leibler Information DistanceSampling DistanceSampling With Replacement
Related Items (10)
Full indifferentiable security of the XOR of two or more random permutations using the \(\chi^2\) method ⋮ Some stochastic processes in a random permutation ⋮ The advantage of truncated permutations ⋮ Multi-user security of the sum of truncated random permutations ⋮ Improved security analysis for nonce-based enhanced hash-then-mask MACs ⋮ How many queries are needed to distinguish a truncated random permutation from a random function? ⋮ A note on the chi-square method: a tool for proving cryptographic security ⋮ Leakage resilient value comparison with application to message authentication ⋮ The summation-truncation hybrid: reusing discarded bits for free ⋮ Bounds on the information divergence for hypergeometric distributions
Cites Work
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- The inverse hypergeometric - a useful model
- A note on the upper bound for the distance in total variation between the binomal and the Poisson distribution
- On the Optimum Rate of Transmitting Information
- Asymptotical independence of the lengths of subintervals of a randomly partitioned interval; a sample from S. Ikeda's work
- Upper bounds for the distance in total variation between the binomial or negative binomial and the Poisson distribution
- Asymptotic Theory for Successive Sampling with Varying Probabilities Without Replacement, I
- On the Limiting Distributions of Estimates Based on Samples from Finite Universes
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