Chin-Yu Hsiao

activity

20082026

most citedAsymptotics of spectral function of lower energy forms and Bergman kernel of semi-positive and big line bundles

72 citations · 201 across the 51 of their papers we have counts for

collaborators

Showing 2012Show all

2 papers · 1 filter

math.CV2012★ 5 cited

The second coefficient of the asymptotic expansion of the weighted Bergman kernel for $(0, q)$ forms on $C^{n}$

Chin-Yu Hsiao

Let $ϕ \in C^{\infty} (C^{n})$ be a given real valued function. We assume that $\pr\ddbarϕ$ is non-degenerate of constant signature $(n_{-}, n_{+})$ on $C^{n}$ . When $q = n_{-}$ , it i…

math.CV2012

Existence of CR sections for high power of semi-positive generalized Sasakian CR line bundles over generalized Sasakian CR manifolds

Chin-Yu Hsiao

Let $X$ be a compact generalized Sasakian CR manifold of dimension $2 n - 1$ , $n ⩾ 2$ , and let $L$ be a generalized Sasakian CR line bundle over $X$ equipped with a rigid semi-p…

The second coefficient of the asymptotic expansion of the weighted Bergman kernel for (0,q) forms on Cn

Existence of CR sections for high power of semi-positive generalized Sasakian CR line bundles over generalized Sasakian CR manifolds

The second coefficient of the asymptotic expansion of the weighted Bergman kernel for $(0, q)$ forms on $C^{n}$