Michael Lacey Mathematical Work

Michael Lacey was born on 26th of September in 1959. He is a Mathematician from America. In 1997, Michael Lacey got his PhD. from the University of Illinois.

Lacey did a thesis research in probability specifically Banach spaces where he came up with the solution to a sum related to the law of the iterated logarithm. During his prime years, his mathematical work centered on probability, ergodic theory, and harmonic analysis. Learn more about Michael Lacey: https://www.genealogy.math.ndsu.nodak.edu/id.php?id=62509

The first postdoctoral position of Michael Lacey came at the Louisiana State University as well as at the University of Carolina. It is here in the University of Carolina (UNC), where Lacey and his friend Walter Phillip presented their evidence on the central limit theorem.

From 1989 to 1996, he held a position at the Indiana University, and it was during this period when he was given a National Science Foundation Postdoctoral Fellowship. Read more: Michael Lacey | Mathalliance

It was also at the same time when he began the bilinear Hilbert transform studies. The transform was the original Alberto Calderon work but Lacey and Christoph managed to solve it in 1996, something that made them win Salem Prize.

From 1996, Michael Lacey has been a teaching mathematics at Georgia Institute of Technology. In the year 2004, he received Guggenheim Fellowship. In the year 2012, he joined the American Mathematical Society.

Michael Lacey carried out much research that was supported by the National Science of Foundation. The support also came from the mathematics institutes like Salem Prize, Guggenheim Foundation, and the Simon Foundation just to mention but a few.

As a professor, most of his students have benefited from his work. One of them thanked Michael Lacey for his help, guidance and the motivation he had given the student. He further mentioned the recommendations that Michael Lacey had written on his behalf. Therefore he attributed his success to Him.

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