Michael Thoreau Lacey-A legacy of Excellence

Michael Thoreau Lacey has cemented his legacy in the field of mathematics. Lacey has acquired advanced degrees in the area of mathematics and he has served as faculty with many esteemed Colleges and Universities in the United States. Prestigious awards have been bestowed on Lacey because of his hard work in the academic field of mathematics.

Michael Lacey has successfully presented papers and theorems in complex areas of mathematics. Many notable mathematicians have partnered with Lacey to contribute to the field of mathematics.

Modern mathematics requires advanced degrees in order to be competitive; Lacey earned a rigorous Ph.D from the University of illinois at Urbana-Champaign in 1987.

Water Philipp acted as mentor to Lacey during, as well as after receiving his doctoral degree in Mathematics. A thesis is paramount, Lacey presented his thesis on area of probability in Banach spaces which was successfully defended.

He was able to make contributions in mathematics while a student and he continued to contribute as a mathematician.

Whether a student or faculty member, Lacey continued to earn prestigious awards in the field of mathematics. After graduation, Lacey worked at Louisiana State University & The University of North Carolina where he continued to pursue advanced mathematics.

Lacey partnered with Walter Philipp to prove an advanced theorem. From 1989-1996, Lacey obtained a position at Indiana University and He continued to make contribution to the field of mathematics.

The National Science Foundation awarded Lacey a Postdoctoral Fellowship which is quite an honor; Lacey conducted educational research in Bilinear Hilbert Transform. Since 1996, Lacey has been working with Georgia Institute of Technology.

Xiaochun Li world renowned mathematician, Li partnered with Lacey and earned the Guggenheim Fellowship in 2004. Lacey was inducted into the American Mathematical Society in 2012 which is bestowed on few. Michael Thoreau Lacey has made many advancements in the field of mathematics which has affirmed his legacy.

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