Po Lam Yung

Po Lam Yung is an Associate Professor and ARC Future Fellow at the Mathematical Sciences Institute of The Australian National University. His research focuses on harmonic analysis, specifically singular integrals, Sobolev embeddings, time-frequency analysis, oscillatory integrals, and Fourier decoupling, with applications to partial differential equations, complex variables, and analytic number theory. He has contributed to sharpening Sobolev space embeddings and developing pseudodifferential calculi for complex variables/CR geometry. His work also explores Stein-Wainger oscillatory integrals and Fourier decoupling inequalities.

His recent research includes studies on superorthogonality, discrete restriction estimates for parabolas, and polynomial Carleson operators. Notable collaborations involve projects like decoupling interpretations of Vinogradov's Mean Value Theorem. His ARC Future Fellowship supports work on decoupling inequalities and Bourgain-Brezis inequalities.

Yung actively supervises research students in harmonic analysis and related fields. His academic profile includes over 35 publications and 311 citations, with an h-index of 11. Further details are available on his institutional webpage.