Brett Wick

Brett D. Wick is a Professor of Mathematics at Washington University in St. Louis, specializing in analysis with a focus on complex analysis, harmonic analysis, and operator theory. He holds a PhD from Brown University and has been recognized with prestigious awards including the NSF CAREER Award and the Alexander von Humboldt Fellowship. His research explores interactions between these fields, particularly extending results from complex and harmonic analysis to higher dimensions and addressing the Corona Problem in multiple variables.

Education: PhD in Mathematics from Brown University.

Research interests include several complex variables, operator theory, and multi-parameter harmonic analysis. He has contributed to studies on Riesz transforms, paraproducts, and weighted inequalities, with applications to quasiregular maps and functional spaces. Wick organizes conferences and collaborates internationally, appearing at events like the International Workshop on Operator Theory (IWOTA) and the Banff International Research Station.

Scientific Awards: Fellow of the American Mathematical Society, Alexander von Humboldt Fellow, NSF CAREER Award, Jerrold E. Marsden Postdoctoral Fellow.

Grants and Funding: His work is supported by the National Science Foundation. Collaborations involve researchers globally, focusing on topics like Schatten classes, commutators, and function spaces.

Labs/Teams: Active in the Washington University Analysis group and collaborates with international teams on operator theory and harmonic analysis projects.