Ricci flow on cone surfaces
The paper applies the Ricci flow technique to uniformize surfaces with cone-like singularities. Precisely, the author classifies all gradient Ricci solitons on surfaces (possibly with cone-like singularities). He also shows that closed cone surfaces with cone angles less or equal to \(\pi\) converge, up to rescaling, to closed soliton metrics under the Ricci flow.
scientific article; zbMATH DE number 6916280