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- W2898030726 abstract "For a binomial random variable $xi$ with parameters $n$ and $b/n$, it is well known that the median equals $b$ when $b$ is an integer. In 1968, Jogdeo and Samuels studied the behaviour of the relative difference between ${sf P}(xi=b)$ and $1/2-{sf P}(xi<b)$. They proved its monotonicity in $n$ and posed a question about its monotonicity in $b$. This question is motivated by the solved problem proposed by Ramanujan in 1911 on the monotonicity of the same quantity but for a Poisson random variable with an integer parameter $b$. In the paper, we answer this question and introduce a simple way to analyse the monotonicity of similar functions." @default.
- W2898030726 created "2018-10-26" @default.
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- W2898030726 date "2018-07-17" @default.
- W2898030726 modified "2023-10-01" @default.
- W2898030726 title "On monotonicity of Ramanujan function for binomial random variables" @default.
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