1965Journal of the Royal Statistical Society Series B (Statistical Methodology)Requires access

Plane Truncation in Normal Populations

G. M. Tallis

Open publisher page 73 citations

Abstract

Summary This paper considers the truncation of normal distributions by means of planes. The moment-generating function for the truncated distribution is obtained, and it is shown that, by suitable transformations, the problem reduces to the case of rectangular truncation.

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Summary This paper considers the truncation of normal distributions by means of planes. The moment-generating function for the truncated distribution is obtained, and it is shown that, by suitable transformations, the problem reduces to the case of rectangular truncation.

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Available abstract

Summary This paper considers the truncation of normal distributions by means of planes. The moment-generating function for the truncated distribution is obtained, and it is shown that, by suitable transformations, the problem reduces to the case of rectangular truncation.

Key concepts: Truncation (statistics), Truncated normal distribution, Moment (physics), Plane (geometry), Mathematics, Mathematical analysis, Distribution (mathematics), Function (biology)

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