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Michael Lacey is a 58-year-old American mathematician. Mr. Lacey is very knowledgeable and composed his thesis at the University of Illinois about Banach spaces on the area of probability. He was also able to solve a difficult problem about empirical characteristic functions related to the law of an iterated logarithm. Read more: Michael Lacey | Wikipedia

Since receiving his Ph.D in 1987 he had also acquired positions at the University of North Carolina and the Louisiana State University. Along with Walter Philipp, Lacey had given his central limit theorem proof as being almost sure. Mr. Lacey had also worked on several other areas such as probability, ergodic theory and even harmonic analysis.

From 1989 to 1996 Michael Lacey had a position at Indiana University and received his Postdoctoral Fellowship in the National Science Foundation. During his position at that location he started his study of the Hilbert transform which is bilinear.

This transform was solved in 1996 by Christoph Thiele and Lacey and both of them were awarded the Salem Prize.

Currently, Michael Lacey is at the Georgia Institute of Technology as a Professor of Mathematics and has been there since 1996. Mr. Lacey had earned the Guggenheim Fellowship in 2004 while working with Xiaochun Li. He had also become a fellow of the American Mathematical Society in 2012.

Michael Lacey has written many articles on arXiv. Some of them include Sparse Endpoint Estimates for Bochner-Riesz Multipliers on the Plane and On Convergence of Oscillatory Ergodic Hilbert Transforms. He has also composed many articles on the Non-arxiv.