# The Mind of Michael Lacey

Michael Lacey is a brilliant mathematician and innovative academic figure whose work has been at the forefront on an enigmatic variety of fascinating studies and solutions in his field. His earliest studies were under the guidance of mentor, Walter Philipp at the University of Illinois at Urbana-Champagne.

Lacey’s early work at the school revolved around what is known as harmonic analysis, probability and ergodic theory. To understand the breadth of Lacey’s genius, one has to know a little regarding the exact nature of what he was studying and the answers he pursued, even early in his education. Read more: Michael Lacey |Math Alliance

For one, Harmonic Analysis, a form of mathematics that Michael Lacey was particularly fascinated by. The said form could be described as relating to signals viewed through energy waves via what is known as the ‘superposition property’. Harmonic Analysis is additionally concerned with an extrapolation of the ‘Fourier Analysis’ also known as the Fourier Series.

The ‘Fourier analysis’ refers to the work of Joseph Fourier, who demonstrated a new, simplified way of studying an element of thermal engineering called ‘Heat Transfer’ through the use of trigonometric functions. Michael Lacy’s subject of choice was certainly one of historical significance. ‘Harmonic analysis’ has been utilized and successfully applied in a multitude of areas including quantum mechanics, number theory, representation theory, neuroscience, and quantum processing. Learn more about Michael Lacey: https://scholar.google.com/citations?user=CVXnps0AAAAJ&hl=en and https://www.genealogy.math.ndsu.nodak.edu/id.php?id=62509

Aside from his major focus on the nature of Harmonic Analysis, he also pursued work in ergodic theory, which regards systems born out of issues connected to statistical physics. On top of that he loved the mathematical exploration of probability.

After purposing a thesis based around Banach spaces and probability, the enigmatic Lacy figured out a problem proposed by the empirical characteristic functions’ in relation to the law behind iterated logarithms.

He earned his Ph.D. in 1987 and began work in postdoctoral jobs at University of North Carolina at Chapel Hill and Louisiana State University. Michael Lacy has an impressive list of accomplishments. He’s a Guggenheim fellowship recipient, he’s a fellow at the American Mathematical Society. He’s a true inspiration and proof of the the potential and scale of human intelligence.