Michael Lacey has earned a reputation as a mathematician. He was educated at the University of Illinois. He earned his doctorate from Urbana-Champaign in 1987. Michael Lacey studied at the university under the direction of Walter Philipp. His thesis was on probability in Banach spaces.
In addition, he is known for solving a complex issue regarding the empirical characteristic function that is related to iterated logarithm law. Also, he is known for his groundbreaking work that has been done on ergodic theory, besides probability as well as harmonic analysis.
After completing his doctorate, he joined the Louisiana State University. Then Michael Lacey moved to the campus at Chapel Hill which was located at the University of North Carolina. Over here, Michael Lacey along with Walter Philipp garnered a lot of attention as they were able to present an almost sure proof to the theorem.
Michael Lacey was working at the Indiana University from 1989 to 1996. He was able to earn a Postdoctoral Fellowship from the National Science Foundation during his time here. During this time, he also studied all about the bilinear Hilbert transform. Read more: Michael Lacey | Mathalliance
This was a transform that was being questioned at that time by Alberto Calderon. In 1996, Michael Lacey along with Christoph Thiele won the Salem Prize for solving this transform.
Since 1996, he has been a mathematics professor at the Georgia Institute of Technology. In 2004, Michael Lacey received a Guggenheim Fellowship. This was given to him for the joint work that he had done along with Xiaochun Li.
It was in 2012 that Michael Lacey became a fellow of the American Mathematical Society. He has done a lot of important research in the field of mathematics. He has received a lot of support from The National Science Foundation for most of it.
The other mathematical research institutes that have been supporting him include the Simmons Foundation as well as the Fulbright Foundation. He has published several papers on major issues in the field of science and mathematics.
The contributions of Michael Lacey to this field have been noticed and awarded well. In 2012, the Georgia State University awarded him the NSF-ADVANCED Mentoring Award. It was in 1998 that he was able to speak at the International Congress of Mathematicians that was held in Berlin, Germany where he addressed mathematicians from all across the world.
He is a renowned mathematician who teaches hundreds every year. In addition, he is engaged in doing research, giving talks on science and mathematics, mentoring students as well as accepting several visiting positions at various institutions.
All this displays his passion for the field of mathematics along with ample self-drive. He has researched and written on topics like the Kao Problem, besides the Carleson’s Theorem, and the Ergodic Theory. Other topics include the bilinear Hilbert transform, along with the Bilinear Littlewood Paley Square Functions.
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