Rui Wang

most citedAnalysis of contact Cauchy-Riemann maps II: canonical neighborhoods and exponential convergence for the Morse-Bott case

9 citations · 14 across the 3 of their papers we have counts for

collaborators

3 papers

math.SG2013★ 9 cited

Analysis of contact Cauchy-Riemann maps II: canonical neighborhoods and exponential convergence for the Morse-Bott case

Yong-Geun Oh, Rui Wang

This is a sequel to the papers [OW1], [OW2]. In [OW1], the authors introduced a canonical affine connection on $M$ associated to the contact triad $(M, λ, J)$ . In [OW2], they used th…

math.SG2012★ 5 cited

Analysis of Contact Cauchy-Riemann maps I: a priori $C^{k}$ estimates and asymptotic convergence

Yong-Geun Oh, Rui Wang

In the present article, we develop the analysis of the following nonlinear elliptic system of equations $\partial ˉ^{π} w = 0, d (w^{*} λ \circ j) = 0$ first introduced by Hofer,…

math.SG2012

Canonical connection on contact manifolds

Yong-Geun Oh, Rui Wang

We introduce a canonical affine connection on the contact manifold $(Q, ξ)$ , which is associated to each contact triad $(Q, λ, J)$ where $λ$ is a contact form and $J : ξ \to ξ$ is an end…

Analysis of contact Cauchy-Riemann maps II: canonical neighborhoods and exponential convergence for the Morse-Bott case

Analysis of Contact Cauchy-Riemann maps I: a priori Ck estimates and asymptotic convergence

Canonical connection on contact manifolds

Analysis of Contact Cauchy-Riemann maps I: a priori $C^{k}$ estimates and asymptotic convergence