activity
20152019
most citedStable rationality of del Pezzo fibrations of low degree over projective spaces

8 citations · 10 across the 5 of their papers we have counts for

collaborators

8 papers

math.AG20191 cited

Alpha invariants of birationally bi-rigid Fano 3-folds I

In-Kyun Kim, Takuzo Okada, Joonyeong Won

We compute global log canonical thresholds of certain birationally bi-rigid Fano 3-folds embedded in weighted projective spaces as complete intersections of codimension 2 and prove…

math.AG2019

Birationally superrigid Fano 3-folds of codimension 4

Takuzo Okada

We determine birational superrigidity for a quasi-smooth prime Fano 3-fold of codimension 4 with no projection centers. In particular we prove birational superrigidity for Fano 3-f…

math.AG2018

On birational rigidity of singular del Pezzo fibrations of degree 1

Takuzo Okada

We give a sufficient condition for birational superrigidity of del Pezzo fibrations of degree with only singular points, generalizing the so called -…

math.AG20171 cited

Smooth weighted hypersurfaces that are not stably rational

Takuzo Okada

We prove the failure of stable rationality for many smooth well formed weighted hypersurfaces of dimension at least 3. It is in particular proved that a very general smooth well fo…

math.AG20178 cited

Stable rationality of del Pezzo fibrations of low degree over projective spaces

Igor Krylov, Takuzo Okada

The main aim of this article is to show that a very general 3-dimensional del Pezzo fibration of degree 1,2,3 is not stably rational except for a del Pezzo fibration of degree 3 be…

math.AG2016

Alpha invariants of birationally rigid Fano threefolds

In-Kyun Kim, Takuzo Okada, Joonyeong Won

We compute global log canonical thresholds, or equivalently alpha invariants, of birationally rigid orbifold Fano threefolds embedded in weighted projective spaces as codimension t…