Yoav Benjamini Yoav Benjamini is an Israeli statistician best known for development of the “false discovery rate” criterion. He is currently The Nathan and Lily SilverTel Aviv University , Irsael.Early life Yoav studied mathematics and physics at the Hebrew University of Jerusalem , Israel and graduated in 1973. His masters degree in Mathematics from the same university in 1976. In 1981, he received his Ph.D. in Statistics from Princeton University , USA.Benjamini's scientific work combines theoretical research in statistical methodology with applied research that involves complex problems with massive data. The methodological work is on selective and simultaneous inference, as well as on general methods for data analysis, data mining , and data visualization. His research citations exceeds 90,000.Honors and awards 2012 Israel Prize Recipient in statistics 2020 Elected to the National Academy of Sciences, USA Publications 1983: "Is the T-test really conservative when the parent distribution is long-tailed", Journal of the American Statistical Association 1986: "Observational rainfall – runoff analysis for estimating effects of cloud seeding on water resources in Northern Israel", Journal of Hydrology 1988: "Opening the box of a boxplot", The American Statistician 1990: "More powerful procedures for multiple significance testing", Statistics in Medicine 1995: "Controlling the False Discovery Rate: a practical and powerful approach to multiple testing", Journal of the Royal Statistical Society , Series B 1998: "Confidence intervals with more power to determine the sign: two ends constrain the means", Journal of the American Statistical Association 2000: "The adaptive control of the false discovery rate in multiple comparison problems", The Journal of Educational and Behavioral Statistics 2001: The control of the False Discovery Rate in multiple testing under dependency, Annals of Statistics 2002: John Tukey’s contributions to multiple comparisons , Annals of Statistics, 2003: Identifying Differentially Expressed Genes Using False Discovery Rate Controlling Procedures, Bioinformatics 2005: Genotype-environment interactions in mouse behavior: A way out of the problem, Proceedings of the National Academy of Sciences 2005: False discovery rate controlling confidence intervals for selected parameters, Journal of the American Statistical Association 2006: Adaptive linear step-up procedures that control the false discovery rate, Biometrika 2008: Screening for partial conjunction hypotheses. Biometrics 2011: Quantifying the buildup in extent and complexity of behavior – the case of free exploration in mice, Proceedings of the National Academy of Sciences
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