Michael Thoreau Lacey is an American mathematician. He has many accomplishments in the field of math. He has been honored with multiple awards for his work. Read more:
He started his profession with a Ph.D. from the University of Illinois in the year 1987. His PhD candidature was in the area of area of probability. Following this, his work consisted of three main topics: probability, ergodic theory, and harmonic analysis. Michael Lacey was cultivated under guidance of Walter Philipp. Read more: Michael Lacey | Wikipedia
The very first roles he fulfilled were at Louisiana State University and UNC (University of North Carolina). At UNC, Michael Lacey and Walter Philipp provided their proof of the central limit theorem. Michael worked at Indiana University for seven years.
The National Science Foundation Postdoctoral Fellowship was awarded to Mr. Lacey during this time. He deliberated the bilinear Hilbert transform. Himself, as well as Christoph Thiele, solved this equation and as a result won the Salem prize.
Ever since 1998, Michael has served as a Professor of Math at the Georgia Institute of Technology. Georgia tech is a top research university in America. Georgia tech is known to be a prestigious place to earn a math degree from. Read more:
With the help of mathematician Xiaochun Li, Lacey was presented with a Guggenheim Fellowship. It was because of this important fellowship that he was appointed a space in the AMS (American Mathematical Society).
He has served as the director of training grants. These programs help a vast amount of undergraduates. The undergraduates he mentored continued on to lead graduate programs. The PhD trainee’s he assisted went on to hold roles in the academic industry. He also was a mentor for 10 postdocs during this time.
He has written a book titled “On a Conjecture of E.M. Stein on the Hilbert Transform on Vector Fields.” This book was released in the year 2010.
Everybody knows math has a stigma to be boring and non-relveant in today’s busy society. Michael Lacey proves that the findings of complex math equations are indeed still relevant and useful today.
Professions such as science and biology can greatly benefit from the discoveries in mathematics. These new findings form a more whole and complete set of knowledge in furthering society.
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