Michael Thoreau Lacey is an American mathematician who is known for his important contributions in the mathematics field. Lacey was born on September 26, 1959, and later attended the University of Texas, Austin where he graduated with a Bachelor of Science Degree in 1981.

He also holds a Ph.D. from the University of Illinois at Urbana-Champaign. He has a special interest in the probability in Banach spaces and the subject formed the basis of his thesis. He focused on normed vector space and applied the law of the iterated logarithm to solve a problem.

Lacey is also known for his major contribution in harmonic analysis and how it related to the study of the Fourier series. The harmonic analysis focuses on the representation of basic sines waves and cosines waves as expressed in a periodic function.

He held a position at Louisiana State University after his doctoral studies before moving to the University of North Carolina at Chapel Hill.

He made the central limit theorem presentation with Walter Philipp, his former doctorate director, while still at the University of North Carolina at Chapel Hill.

The central limit theorem was supposed to be applied in probability theory and comprises a set of weak-convergence theorems. His next position after leaving Louisiana State University was at Indiana University where he stayed from 1989 and 1996.

It was during this period that Lacey received the National Science Foundation Postdoctoral Fellowship. He was involved in the study about the bilinear Hilbert transform together with Christoph Thiele. The two received the Salem Prize for their work on this study in 1996.

Mathematicians that perform studies on Fourier series, Raphael Salem’s field of study, are the only candidates for the Salem Award. Lacey currently holds a position at the Georgia Institute of Technology in Atlanta where he has been since 1996. Read more: Michael Lacey | Facebook and Michael Lacey | LinkedIn

The year 2001 was important for him because that is when he officially became a Full Professor in Mathematics. Lacey has also been involved in the study about singular integrals on smooth varying lines with Xiaochun Li. This study earned them a Guggenheim Fellowship in 2004.

The Guggenheim Fellowship has been instrumental in the development of scholars from different fields of knowledge by offering grants to selected candidates. Lacey has been a fellow of the American Mathematical Society since 2012 and has largely been involved in the development of mathematical research.

As an accomplished mathematician, Lacey has received numerous awards and grants in his career due to his immense contribution to the development of the mathematical field of study.

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