Michael Lacey has a Ph.D. in mathematics that he earned at the University of Illinois at Urbana-Champaign. He was under the direction of Professor Walter Phipps and graduated in 1987. He wrote his thesis about probability in Banach spaces. His specialties in the field of math include harmonic analysis, probability, and ergodic theory.
After earning his Ph.D. Michael Lacey had postdoctoral positions at two universities. These were the University of North Carolina at Chapel Hill and Louisiana State University. While he was at the University of North Carolina he joined Professor Phipps on a research paper solving the central limit theorem. Most importantly they presented their proof in this paper.
For seven years Michael Lacey worked at Indiana State University. While at this university he started studying the bilinear Hilbert transform. In 1996, along with Christoph Thiele, solved this very complex mathematical problem. This resulted in them earing the Salem Prize which is a very prestigious award in mathematics.
Michael Lacey has now been working at the Georgia Institute of Technology since 1996. He is a professor of mathematics and has taught may undergraduates, graduates, and those that are postdoctoral. Many of his Ph.D. students now teach at other universities and/or work in the industry.
Over the course of his professional career Michael Lacey has been awarded a number of grants in order to support his research. These have included the Simons Foundation grant he earned in 2012 for $130,000. In 2008 his undergraduate program was selected for a $730,000 grant.
In 2001 he was awarded the VIGRE award for the school of mathematics which was for $2,100,000. He has also received research support from several foundations such as the Fulbright Foundation, the Guggenheim Foundation, and the Simons Foundation.
Since becoming a student of mathematics Michael Lacey has written many publications. Among these are some of his most prominent publications such as “On the small ball inequality in three dimensions” and “Two Weight Inequality for the Hilbert Transform: A Real Variable Characterization, II”.
Some of his papers he was written on his own while others he has collaborated with other mathematicians on.
Learn more about Michael Lacey: https://scholar.google.com/citations?user=CVXnps0AAAAJ&hl=en and https://www.genealogy.math.ndsu.nodak.edu/id.php?id=62509