Ciprian Demeter
fl. 1976, Romania
AnalysisCombinatorics and discrete mathematicsDifferential equations and dynamical systems
Romanian-American mathematician known for decoupling theory and its applications to harmonic analysis and analytic number theory.
Ciprian Demeter developed decoupling inequalities that control how frequency-localized pieces of a function recombine. Together with Bourgain, he proved a major decoupling theorem with consequences for restriction theory, the Vinogradov mean-value theorem, and exponential sums.
Workplaces: Indiana University Bloomington
Romania, United States