Michael T. Lacey is an accomplished American mathematician who was born in 1959. He holds a B.S from the University of Texas and has a Ph.D. from the University of Illinois-Urbana Champaign.
His Ph.D. thesis was in Probability and Banach spaces and was supervised by Walter Phillips. His areas of specialization are ergods theory, probability, and harmonic analysis. Together with Phillip, Lacey has been able to prove the Central limit theorem.
Lacey’s Work Experience
After his graduation in 1987, he joined Louisiana State University for a postdoctoral program. He went to the University of North Carolina – Chapel Hill as an assistant professor. Read more: Michael Lacey | Mathalliance
At Indiana University- Bloomington he received a National Science Foundation Post-Doctoral Fellowship. His dedication and commitment to the study of bilinear Hilbert earned him a Salem Prize for solving a conjecture by Alberto Calderon.
Lacey has worked as an associate professor and is a full professor at Georgia Institute of Technology, Atlanta. He continues to serve at the institute in different committees and capacities. He is involved in the institute’s hiring committee, and he mentors undergraduates through a STEM graduate program.
Lacey’s Awards and Honors
The respected professor is a fellow of the American Mathematical Society. In 2012, he became a Simons Fellow and was also awarded a Georgia Tech NSF-ADVANCE Mentoring Award. His mentorship program has inspired many in the Mathematician field. Read more: Michael Lacey | Wikipedia
He is a fellow of the Fulbright Fellowship, Buenos Aires, Argentina. In 2004, he received a Guggenheim Fellowship for Natural Sciences. Michael Thoreau Lacey has more than 100 publications that cover his areas of specialization and has published a book on Hilbert Transform on vector fields.
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