Xiaoshan Li

activity

20122026

most cited

S^{1}

-equivariant Index theorems and Morse inequalities on complex manifolds with boundary

7 citations · 34 across the 18 of their papers we have counts for

collaborators

Showing 2016Show all

3 papers · 1 filter

math.CV2016★ 6 cited

Szegő kernel asymptotic expansion on CR manifolds with $S^{1}$ action

Hendrik Herrmann, Chin-Yu Hsiao, Xiaoshan Li

Let $X$ be a compact connected strongly pseudoconvex CR manifold of dimension $2 n + 1, n \geq 1$ with a transversal CR $S^{1}$ action on $X$ . We establish an asymptotic expansion for th…

math.CV2016★ 4 cited

On the stability of equivariant embedding of compact CR manifolds with circle action

Chin-Yu Hsiao, Xiaoshan Li, George Marinescu

We prove the stability of the equivariant embedding of compact strictly pseudoconvex CR manifolds with transversal CR circle action under circle invariant perturbations of the CR s…

math.CV2016

Equivariant Kodaira embedding of CR manifolds with circle action

Chin-Yu Hsiao, Xiaoshan Li, George Marinescu

We consider a compact CR manifold with a transversal CR locally free circle action endowed with a rigid positive CR line bundle. We prove that a certain weighted Fourier-Szegő kern…

Szegő kernel asymptotic expansion on CR manifolds with S1 action

On the stability of equivariant embedding of compact CR manifolds with circle action

Equivariant Kodaira embedding of CR manifolds with circle action

Szegő kernel asymptotic expansion on CR manifolds with $S^{1}$ action