Evaluation of Discriminant Function Classification Performance

If fi(x) is multivariate normal with mean μ and covariance Ʃ, we can easily calculate these rates. When the parameter is not known a number of error rates may be defined. The function T (R, F) defines the error rates. The first argument is the presumed distribution of the observation that will be classified.

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Publication Details

Journal
INTERNATIONAL JOURNAL OF APPLIED SCIENCE AND MATHEMATICAL THEORY
Published
2026-11-06
DOI
https://doi.org/10.56201/ijasmt.vol.12.no10.2026pg38.43
Primary Topic
Statistical Methods and Applications
Type
article
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article

Evaluation of Discriminant Function Classification Performance

P. N. Opara
INTERNATIONAL JOURNAL OF APPLIED SCIENCE AND MATHEMATICAL THEORY
Statistical Methods and Applications
article

Evaluation of Discriminant Function Classification Performance

P. N. Opara
article en

Abstract

If fi(x) is multivariate normal with mean μ and covariance Ʃ, we can easily calculate these rates. When the parameter is not known a number of error rates may be defined. The function T (R, F) defines the error rates. The first argument is the presumed distribution of the observation that will be classified.

INTERNATIONAL JOURNAL OF APPLIED SCIENCE AND MATHEMATICAL THEORY
Imo State Polytechnic Omuma (NG)
Openalex Percentile: Top 20%
Statistical Methods and Applications
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Evaluation of Discriminant Function Classification Performance — P. N. Opara · INTERNATIONAL JOURNAL OF APPLIED SCIENCE AND MATHEMATICAL THEORY (2026) | TGRS Research Map | TGRS