Yuta Watanabe

collaborators

2 papers

math.CV2022

$L^{2}$ -type Dolbeault isomorphisms and vanishing theorems for logarithmic sheaves twisted by multiplier ideal sheaves

Yuta Watanabe

In this article, we first establish an $L^{2}$ -type Dolbeault isomorphism for the sheaf of logarithmic differential forms twisted by the multiplier ideal sheaf. By using this isomorp…

math.CO2017

Association schemes on the Schubert cells of a Grassmannian

Yuta Watanabe

Let $F$ be any field. The Grassmannian $Gr (m, n)$ is the set of $m$ -dimensional subspaces in $F^{n}$ , and the general linear group $\mathrm{GL}_n(\mathbb{F}…

L2-type Dolbeault isomorphisms and vanishing theorems for logarithmic sheaves twisted by multiplier ideal sheaves

Association schemes on the Schubert cells of a Grassmannian

$L^{2}$ -type Dolbeault isomorphisms and vanishing theorems for logarithmic sheaves twisted by multiplier ideal sheaves