Timothy All

Timothy All is a full-time Associate Professor in the Department of Mathematics at Rose-Hulman Institute of Technology. He previously held visiting professor positions at Rose-Hulman and Wabash College, and served as a summer lecturer at The Ohio State University.

• PhD, The Ohio State University
• BA, The Ohio State University

His research focuses on algebraic number theory, particularly the structure of class and unit modules in global field towers, p-adic analysis, and function field arithmetic. He also explores Fourier analysis on profinite groups and applications to Iwasawa theory and cryptography.

Key themes in his recent publications include p-adic L-functions, Stickelberger elements, and the study of units in abelian number fields. His work bridges theoretical number theory with cryptographic applications.

He has presented at the Midwest Number Theory Conference (2015) and the Rose-Hulman Undergraduate Mathematics Conference (2016). His teaching integrates technology like Maple and Mathematica, covering calculus, differential equations, linear algebra, and advanced topics in analysis and algebra.