Mathematisches Forschungsinstitut Oberwolfach, Germany
Calabi problem for smooth Fano threefolds
with Ivan Cheltsov
Lectures
- Case study: δ-invariant, First Fujita formula for Abban-Zhuang theory, δ-invariants of (polarized) del Pezzo surfaces
- Family 3-5 and δ-invariant of polarized del Pezzo surfaces
Trento School in Geometry 'K-stability of Fano varieties and birational invariants', Italy
Introduction to K-stability
with Hamid Abban, Nivedita Viswanathan
Lectures
- On Local δ-invariant for del Pezzo Surfaces
- K-stability of Fano threefolds in Family 3-12
EDGE 2021, Edinburgh, UK
On K-stability for Fano threefolds of rank 3 and degree 28
University of Edinburgh, UK
δ-invariants of Du Val del Pezzo surfaces
EMG seminar, Cambridge, UK
Family 3-5 and δ-invariant of polarized del Pezzo surfaces
University of Nottingham, UK
Family 3-5 and δ-invariant of polarized del Pezzo surfaces
COW seminar, Sheffield, UK
On K-stability of Fano Threefolds
University of Glasgow, UK
On K-stability of Fano Threefolds
University of East Anglia, UK
On K-stability of Projective Space Blown up along the Disjoint Union of a Twisted Cubic Curve and a Line
University of Liverpool, UK
On K-stability of Projective Space Blown up along the Disjoint Union of a Twisted Cubic Curve and a Line
University of Lille, France
On K-stability of Projective Space Blown up along the Disjoint Union of a Twisted Cubic Curve and a Line
Graduate Workshop on the Birational Complexity of Algebraic Varieties, Stony Brook University, USA
On K-stability of Projective Space Blown up along the Disjoint Union of a Twisted Cubic Curve and a Line
MPS Conference on Higher Dimensional Geometry, Stony Brook University, USA
On K-stability of Projective Space Blown up along the Disjoint Union of a Twisted Cubic Curve and a Line