Po‐Lam Yung

activity

20032026

most citedA surprising formula for Sobolev norms

52 citations · 278 across the 40 of their papers we have counts for

collaborators

Showing 2013Show all

3 papers · 1 filter

math.CA2013

Pseudodifferential operators of mixed type adapted to distributions of $k$ -planes

Elias M. Stein, Po-Lam Yung

We study the phenomena that arise when we combine the standard pseudodifferential operators with those operators that appear in the study of some sub-elliptic estimates, and on str…

math.CV2013

Solving the Kohn Laplacian on asymptotically flat CR manifolds of dimension 3

Chin-Yu Hsiao, Po-Lam Yung

Let $(X^, T^{1, 0} X^)$ be a compact orientable CR embeddable three dimensional strongly pseudoconvex CR manifold, where $T^{1, 0} X^$ is a CR structure on $X^$ .…

math.CV2013★ 5 cited

The tangential Cauchy-Riemann complex on the Heisenberg group Via Conformal Invariance

Chin-Yu Hsiao, Po-Lam Yung

The Heisenberg group $H^{1}$ is known to be conformally equivalent to the CR sphere $S^{3}$ minus a point. We use this fact, together with the knowledge of the tangen…

Pseudodifferential operators of mixed type adapted to distributions of k-planes

Solving the Kohn Laplacian on asymptotically flat CR manifolds of dimension 3

The tangential Cauchy-Riemann complex on the Heisenberg group Via Conformal Invariance

Pseudodifferential operators of mixed type adapted to distributions of $k$ -planes