activity
19972017
most citedF-blowups of normal surface singularities

8 citations · 9 across the 6 of their papers we have counts for

collaborators

6 papers

math.AG2017

The FFRT property of two-dimensional normal graded rings and orbifold curves

Nobuo Hara, Ryo Ohkawa

This study examines the finite -representation type (abbr. FFRT) property of a two-dimensional normal graded ring in characteristic , using notions from the theory of a…

math.AG2011★ 8 cited

F-blowups of normal surface singularities

Nobuo Hara, Tadakazu Sawada, Takehiko Yasuda

We study F-blowups of non-F-regular normal surface singularities. Especially the cases of rational double points and simple elliptic singularities are treated in detail.

math.AC2002

A generalization of tight closure and multiplier ideals

Nobuo Hara, Ken-ichi Yoshida

We introduce a new variant of tight closure associated to any fixed ideal $\a$, which we call $\a$-tight closure, and study various properties thereof. In our theory, the annihilat…

math.AC2002

On a generalization of test ideals

Nobuo Hara, Shunsuke Takagi

The test ideal of a ring of prime characteristic is an important object in the theory of tight closure. In this paper, we study a generalization of the test ideal, which…

math.AG2000★ 1 cited

F-regular and F-pure rings vs. log terminal and log canonical singularities

Nobuo Hara, Kei-ichi Watanabe

In this paper, we investigate the relationship of F-regular (resp. F-pure) rings and log terminal (resp. log canonical) singularities. Also, we extend the notions of F-regularity a…

alg-geom1997

On the cone of curves of an abelian variety

Thomas Bauer

Let be a smooth projective variety over the complex numbers. One knows by the Cone Theorem that the closed cone of curves of is rational polyhedral whenever is amp…