Probability and Statistics for Engineers
Fall 2026
MA-UY 2224 · NYU TandonPersonal Homepage
Hello, I am Junsheng Zhang
My research interests center on Kähler geometry and its interactions with metric geometry and algebraic geometry. In particular, I study Kähler metrics satisfying curvature conditions and Kähler-Ricci flows.
I am currently a Courant Instructor, a postdoctoral position, at NYU Courant , working with Valentino Tosatti . Before this, I was a postdoc at SL Math in Fall 2024. I completed my Ph.D. at UC Berkeley under the supervision of Song Sun .
Research
Research
论文列表如下。
-
Some uniform estimates for Kähler–Ricci Shrinkers
arXiv preprint
-
On compact steady pluriclosed soliton surfaces
arXiv preprint
-
Gromov-Hausdorff limits of noncollapsed Kähler-Ricci flows and the geometry of Ricci shrinkers
arXiv preprint
-
On the geometry of non-collapsed polarized cscK surfaces
arXiv preprint
-
Singular Kähler–Ricci shrinkers and polarized Fano fibrations
arXiv preprint
-
Gromov-Hausdorff limits of immortal Kähler-Ricci flows
arXiv preprint
-
Weak transcendental base-point freeness and diameter lower bounds for the Kähler-Ricci flow
arXiv preprint
-
On the local topology of non-collapsed Ricci bounded limit spaces
arXiv preprint
-
Kähler-Ricci shrinkers and Fano fibrations
arXiv preprint
-
On polynomial convergence to tangent cones for singular Kähler-Einstein metrics
Crelle's Journal
-
On the generalized numerical criterion
IMRN
-
A note on the supercritical deformed Hermitian-Yang-Mills equation
arXiv preprint
-
No semistability at infinity for Calabi-Yau metrics asymptotic to cones
Inventiones mathematicae
-
Hermitian-Yang-Mills connections on some complete non-compact Kähler manifolds
Math Annalen
Seminars and notes
Seminars and notes
Notes
Seminar links
我正在共同组织 informal online complex geometry seminar 。