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Mathematics

D-Index
33
Citations
4743
World Ranking
3041
National Ranking
1225

Research.com Recognitions

  • 1984 - Fellow of the American Statistical Association (ASA)

Overview

Lee J. Bain is affiliated with the Missouri University of Science and Technology in the United States. Their career includes recognition as a Fellow of the American Statistical Association (ASA), awarded in 1984.

The scope of their academic contributions, fields of study, and research topics have not been documented in the available data, nor are there records of recent papers, frequent co-authors, or publication venues.

While details of publications, subfields, and book contributions are not listed, the professional acknowledgment by the ASA indicates involvement in statistical sciences.

Their status as living is confirmed, with no indication of current retirement or cessation of work.

Best Publications

  • Introduction to Probability and Mathematical Statistics

    Lee J. Bain;Max Engelhardt

  • Analysis for the Linear Failure-Rate Life-Testing Distribution

    Lee J. Bain

  • An exponential power life-testing distribution

    Robert M. Smith;Lee J. Bain

  • Inferences on the Parameters of the Birnbaum-Saunders Fatigue Life Distribution Based on Maximum Likelihood Estimation

    Max Engelhardt;Lee J. Bain;F. T. Wright

  • Inferential Procedures for the Generalized Gamma Distribution

    Harold W. Hager;Lee J. Bain

  • Maximum Likelihood Estimation, Exact Confidence Intervals for Reliability, and Tolerance Limits in the Weibull Distribution

    Darrel R. Thoman;Lee J. Bain;Charles E. Antler

  • Estimation and Hypothesis Testing for the Parameters of a Bivariate Exponential Distribution

    Bruce M. Bemis;Lee J. Bain;James J. Higgins

  • Inferences on the Parameters and Current System Reliability for a Time Truncated Weibull Process

    Lee J. Bain;Max Engelhardt

  • Simplified Statistical Procedures for the Weibull or Extreme-Value Distribution

    Max Engelhardt;Lee J. Bain

  • Probability of correct selection of weibull versus gamma based on livelihood ratio

    Unknown

  • Interval Estimation for the Two-parameter Double Exponential Distribution

    Lee J. Bain;Max Engelhardt

  • Some Complete and Censored Sampling Results for the Weibull or Extreme-Value Distribution

    Max Engelhardt;Lee J. Bain

  • Tolerance Limits and Confidence Limits on Reliability for the Two-Parameter Exponential Distribution

    Max Engelhardt;Lee J. Bain

  • Inferences Based on Censored Sampling From the Weibull or Extreme-Value Distribution

    Lee J. Bain

  • Inferences concerning the Mean of the Gamma Distribution

    John V. Grice;Lee J. Bain

  • Estimation of Parameters in the Weibull Distribution

    Lee J. Bain;Charles E. Antle

  • Tests for an Increasing Trend in the Intensity of a Poisson Process: A Power Study

    Lee J. Bain;Max Engelhardt;F. T. Wright

  • A Property of Maximum Likelihood Estimators of Location and Scale Parameters

    Charles E. Antle;Lee J. Bain

  • Simple Approximate Distributional Results for Confidence and Tolerance limits for the Weibull Distribution Based on Maximum likelihood Estimators

    Lee J. Bain;Max Engelhardt

  • A Two-Moment Chi-Square Approximation for the Statistic Log

    Lee J. Bain;Max Engelhardt

  • Prediction Intervals for the Weibull Process

    Max Engelhardt;Lee J. Bain

Frequent Co-Authors

James J. Higgins
James J. Higgins Kansas State University

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