Michael Lacey is arguably one of the most renowned mathematicians in the US. In fact, he is an accomplished alumnus of the University of Illinois at Urbana-Champaign where he attained his Ph.D. in 1987. At the time of writing his thesis, Walter Philipp was his supervisor.
Michael Lacey’s thesis dealt with probability in Banach spaces. As a testament to his mathematical prowess, he managed to solve a complex problem linked to the law of the iterated logarithm, especially for characteristic empirical functions. Moreover, Michael has made considerable contributions in various mathematical areas including ergodic theory, probability, and harmonic analysis. Read more: Michael Lacey | Mathalliance
Career Background/ Experience
Upon culminating his Ph.D. Successfully, Michael Lacey embarked on his career. To that end, he landed his first postdoctoral position at the Louisiana State University. Later on, Michael moved to the University of North Carolina’s Chapel Hill campus. It is at this university that he and Walter Phillip provided proof relating to the theorem of central limit.
Away from the University of North Carolina, Michael Lacey worked for the Indiana University for about seven years (from 1989-1996). Luckily, he was given a National Science Foundation Postdoctoral Fellowship while at the university.
Michael used his time on the fellowship to study the bilinear Hilbert transform. During this period, Alberto Calderon questioned the transform, which Christoph Thiele and Michael Lacey solved in 1996. Solving the Hilbert Transform allowed them to scoop the Salem Prize.
Michael left the Indiana University for the Georgia Institute of Technology where he has been working as a professor of mathematics since 1996. Later in 2004, he was awarded a Guggenheim Fellowship thanks to his valuable joint effort with Xiaochun Li. In addition, Lacey became part of the American Mathematical Society as a fellow.
Other Activities and Accomplishments
Since joining the Georgia Institute of Technology faculty, Michael Lacey has received tremendous acknowledgments from various organizations like the Simons and Guggenheim Foundations.
Other foundations that have also played a significant role in backing Lacey and his work include the Fulbright Foundation. Aside from teaching, Lacey is also involved in mentoring undergraduates, graduates and postdoctoral students. Learn more about Michael Lacey: https://scholar.google.com/citations?user=CVXnps0AAAAJ&hl=en
As a renowned and proven mathematician, Michael Lacey has not only researched but also written several papers on various issues regarding mathematics.
Some of the various topics he has covered include the bilinear Hilbert transform, law of the iterated logarithm, Carleson’s Theorem, Ergodic Theory, central limit theorem, and the Levy processes among others. Additionally, Michael has served as the head of training grants such as MCTP and VIGRE awards, especially from the NSF.