• Gravitational Instantons, Weyl Curvature, and Conformally Kähler Geometry (O. Biquard, P. Gauduchon and C. LeBrun). 

• A YTD correspondence for constant scalar curvature metrics (T. Darvas and K. Zhang)

• K-polystability of Asymptotically Conical Kähler-Ricci Shrinkers (C. Cifarelli and C. Esparza)

• Some variational problems for the complex Monge-Ampère operator (J. Chu, Y. Liu, N. McCleerey and W. Zhang) 

• Complete noncompact G2-manifolds with ALC asymptotics (L. Foscolo, M. Haskins and J. Nordström) 

• Sasaki-Einstein metrics and K-stability (T. C. Collins and G. Székelyhidi) 

• Deformations of Kähler manifolds to normal bundles and restricted volumes of big classes (D. Witt Nyström) 

• 07/05/2026 (14:00): [Antonio Trusiani] A YTD correspondence for constant scalar curvature metrics (T. Darvas and K. Zhang).

• 14/05/2026 (14:00): [Yifan Chen] Deformations of Kähler manifolds to normal bundles and restricted volumes of big classes (D. Witt Nyström)

• 21/05/2026 (14:00): [Junsheng Zhang] Weak transcendental base-point freeness and diameter lower bounds for the Kähler-Ricci flow (Junsheng Zhang) 

Abstract: We prove a weaker version of the transcendental base-point-freeness conjecture using techniques from the relative minimal model program (MMP). As an application, we establish a lower bound for the diameter in the case of finite-time singularities of the Kähler-Ricci flow.

• 28/05/2026 (14:00): ....

• ....