PhD, Statistics, University of Missouri, 1998
MS, Mathematics, Pittsburg State University, 1993
BA, Mathematics, Benedictine College, 1991
AA, General Studies, Independence Community College, 1988
Undergraduate Research, Urn randomization, Sample size selection.
Fall 2025
STAT 4410/7410: Biostatistics
STAT 4510/7510: Applied Statistical Models I
STAT 4870/7870: Time Series
Matthew McIntosh (2025), "A New Property in Pascal’s Triangle involving the Partial Sum of Binomial Coefficients". Submitted for possible publication.
Matthew McIntosh, Alex Ferguson, Anton Yang, Joe Schwepker (2024), “Calculating the Odds of Keno: Could Your Keno Play Slip be Mislabeled?”. Submitted for possible publication.
Rollinson, J., McIntosh, M., Ferguson, A., Couch, J., & Danley, B. (2024). How we helped change the state lottery playslip. Significance, 21(5), 19-21.
Stats + Stories: A Podcast About The Statistics Behind the Stories and the Stories Behind the Statistics. Fixing the Lottery | Stats + Stories Episode 347 / October 17, 2024
McIntosh, M. J. (2022). Calculating sample size for Follmann’s simple multivariate test for one-sided alternatives. The American Statistician, 76(1), 16-21.
McIntosh, M. J. (2021). Conservative sample size for multiple regression models. Communications in Statistics-Theory and Methods, 1-7.
Oden, N. L., & McIntosh, M. J. (2006). Exact moments and probabilities for Wei's urn randomization model. Statistics & probability letters, 76(15), 1694-1700.