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Tables of a Truncated Standard Normal Distribution: A Doubly Truncated Case

Mohammad T. Khasawneh, Shannon R. Bowling, Sittichai Kaewkuekool, Byung Rae Cho

Open publisher page 33 citations

Abstract

As an extension to the singly truncated case, this article further examines a doubly truncated normal distribution. In this article, we consider both symmetric and asymmetric cases with two truncation points on the left and the right, and develop the tables of a truncated mean, a truncated variance, and a cumulative probability.

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What this paper is about

As an extension to the singly truncated case, this article further examines a doubly truncated normal distribution. In this article, we consider both symmetric and asymmetric cases with two truncation points on the left and the right, and develop the tables of a truncated mean, a truncated variance, and a cumulative probability.

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OpenAlex reports 33 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

As an extension to the singly truncated case, this article further examines a doubly truncated normal distribution. In this article, we consider both symmetric and asymmetric cases with two truncation points on the left and the right, and develop the tables of a truncated mean, a truncated variance, and a cumulative probability.

Key concepts: Truncated normal distribution, Truncation (statistics), Normal distribution, Extension (predicate logic), Mathematics, Distribution (mathematics), Statistics, Variance (accounting)

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