Jeffrey Brock
About Jeffrey Brock
Jeffrey Brock is the Dean of the School of Engineering and Applied Science at Yale University, where he has served since 2019. He previously held a professorship at Brown University for 14 years and has a strong background in mathematics and data science.
Current Role at Yale University
Jeffrey Brock serves as the Dean of the School of Engineering and Applied Science at Yale University. He has held this position since 2019, contributing to the leadership and development of engineering education and research at the institution. In addition to his role as Dean, he is also the Zhao & Ji Professor of Mathematics, a position he has maintained since 2018. His dual roles at Yale reflect his commitment to both engineering and mathematics.
Previous Experience at Brown University
Before his tenure at Yale, Jeffrey Brock was a Professor at Brown University from 2004 to 2018. During this time, he also served as the Chair of the Mathematics Department from 2012 to 2017. Additionally, he was the founding Director of Brown's Data Science Initiative, which aimed to advance data science education and research. His contributions at Brown University spanned over 14 years.
Leadership at ICERM
Jeffrey Brock held the position of Deputy Director at the Institute for Computational and Experimental Research in Mathematics (ICERM) from 2011 to 2012. This role involved overseeing initiatives in computational and experimental mathematics, enhancing research collaboration within the mathematical community in the Providence, Rhode Island area.
Educational Background
Jeffrey Brock earned his Bachelor of Arts (B.A.) in Mathematics from Yale University, where he studied from 1989 to 1992. He then pursued further education at the University of California, Berkeley, obtaining a Doctor of Philosophy (Ph.D.) in Mathematics from 1992 to 1997. His educational background laid the foundation for his research and academic career.
Research Focus
Jeffrey Brock's research interests encompass the geometry and topology of hyperbolic manifolds, the geometry of groups, and the geometry and topology of data. His work contributes to the understanding of complex mathematical structures and their applications in various fields, reflecting his expertise in advanced mathematics.