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20092026
most citedInvariants of open books of links of surface singularities

2 citations · 2 across the 5 of their papers we have counts for

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6 papers · 1 filter

math.AG2026

Resolutions and deformations of cyclic quotient surface singularities

Yukari Ito, Kohei Sato, Meral Tosun

In this paper, we investigate the relations among various results concerning the minimal resolution of cyclic quotient singularities of the form . We refer to these…

math.AG2023

Minimality of a toric embedded resolution of singularities after Bouvier-Gonzalez-Sprinberg

Büşra Karadeniz Şen, Camille Plénat, Meral Tosun

This paper is devoted to construct a minimal toric embedded resolution of a rational singularity via jet schemes. The minimality is reached by extending the concept of the profile…

math.AG2020

The embedded Nash problem of birational models of rational triple singularities

Buşra Karadeniz, Hussein Mourtada, Camille Plénat +1

We consider the question whether one can construct an embedded resolution of singularities of a singular variety from the data of the irreducible components…

math.AG2020

Towards the affine and geometric invariant theory quotients of the Borel moment map

Mee Seong Im, Meral Tosun

We study the Borel moment map , given by , and describe our algorithm to construct th…

math.AG2012

A new construction of -singularities and generalization of Slodowy slices

K. Nakamoto, M. Tosun

Any simple elliptic singularity of type can be obtained by taking the intersection of the nilpotent variety and the 4-dimensional "good slices" in the semi-simple Lie…

math.AG20092 cited

Invariants of open books of links of surface singularities

A. Nemethi, M. Tosun

In the present article we determine and characterize completely the support genus, the binding number and the norm of a page of an open book under the following restrictions: M is…