activity
20002023
most citedDifferential Forms on Log Canonical Spaces

164 citations · 450 across the 18 of their papers we have counts for

collaborators

18 papers

math.AG2023

The relative Du Bois complex -- on a question of S. Zucker

Sándor J Kovács, Behrouz Taji

In this paper we are making the first step toward answering a question posed by Steven Zucker at a JAMI conference at Johns Hopkins University in 1996, organized by Vyacheslav Shok…

math.AG2023

KSB stability is automatic in codimension 3

János Kollár, Sándor J Kovács

KSB stability holds at codimension 1 points trivially, and it is quite well understood at codimension 2 points, since we have a complete classification of 2-dimensional slc singula…

astro-ph.EP2022★ 11 cited

Sulfur Ion Implantations Into Condensed CO2: Implications for Europa

D. V. Mifsud, Z. Kaňuchová, P. Herczku +12

The ubiquity of sulfur ions within the Jovian magnetosphere has led to suggestions that the implantation of these ions into the surface of Europa may lead to the formation of SO2.…

math.AG2022

Du Bois property of log centers

János Kollár, Sándor J Kovács

In this note we generalize the results of [KK10] and [KK20] by showing that if a closed subset V of X is "close enough" to being a union of log canonical centers, then it is Du Boi…

math.AG2022

Arakelov inequalities in higher dimensions

Sándor J Kovács, Behrouz Taji

We develop a Hodge theoretic invariant for families of projective manifolds that measures the potential failure of an Arakelov-type inequality in higher dimensions, one that natura…

astro-ph.GA2022★ 20 cited

Mid-IR and VUV Spectroscopic Characterisation of Thermally Processed and Electron Irradiated CO2 Astrophysical Ice Analogues

DV Mifsud, Z Kaňuchová, S Ioppolo +19

The astrochemistry of CO2 ice analogues has been a topic of intensive investigation due to the prevalence of CO2 throughout the interstellar medium and the Solar System, as well as…