1 citations · 1 across the 1 of their papers we have counts for
3 papers
math.DG2021★ 1 cited
Non-Kähler Calabi-Yau geometry and pluriclosed flow
Mario Garcia-Fernandez, Joshua Jordan, Jeffrey Streets
Hermitian, pluriclosed metrics with vanishing Bismut-Ricci form give a natural extension of Calabi-Yau metrics to the setting of complex, non-Kähler manifolds, and arise independen…
math.DG2020
A steady length function for Ricci flow
Joshua Jordan
A fundamental step in the analysis of singularities of Ricci flow was the discovery by Perelman of a monotonic volume quantity which detected shrinking solitons in (arXiv:math/0211…
math.DG2019
On a Calabi-type estimate for pluriclosed flow
Joshua Jordan, Jeffrey Streets
The regularity theory for pluriclosed flow hinges on obtaining regularity for the metric assuming uniform equivalence to a background metric. This estimate was established in…