The 31th Symposium on Complex Geometry (Kanazawa) 2025

December 1
9:30-10:30	Takeo Ohsawa (Nagoya University)
	On ramified Riemann domains over C2
10:50-11:50	Hisashi Kasuya (Nagoya University)
	GIT stability and biquotients of SU(3)
14:00-15:00	Kota Hattori (Keio University)
	The energy of maps accompanying the collapsing of the K3 surface to a flat 3- dimensional orbifold
15:20-16:20	Takashi Ono (The University of Osaka)
	Dimensional Reduction of Stable Higgs Bundles and the Doubly-Coupled Vortex Equations
16:40-17:40	Itsuki Tazoe(Kyoto University)
	Bubbling limits of Ricci-flat K3 surfaces

December 2
9:30-10:30	Rolf Andreasson (The University of Gothenburg and Chalmers University of Technology)
	Gibbs polystability of Fano manifolds, symmetry breaking and stability thresholds
10:50-11:50	Kento Fujita (The University of Osaka)
	On the coupled Ding stability and the Yau-Tian-Donaldson correspondence for Fano manifolds
14:00-15:00	Yasuhiro Wakabayashi (The University of Osaka)
	Moduli space of opers with real monodromy
15:20-16:20	Shiyu Zhang (University of Science and Technology of China)
	Nonabelian Hodge Correspondence over K\"ahler Log Terminal Varieties
16:40-17:40	Satoshi Jinnouchi (The University of Osaka)
	tba

December 3
9:30-10:30	Yu-Shen Lin (Boston University)
	Tropical-Special Lagrangian Correspondence for Locally Planar Tropical Curves
10:50-11:50	Shigeharu Takayama (The University of Tokyo)
	Mumford goodness of canonical L2-metrics on direct image sheaves over a curve
14:00-15:00	Tomoyuki Hisamoto (Nagoya University)
	Optimal degeneration and some application to the Chern number inequality
15:20-16:20	Takahiro Aoi (National Institute of Technology, Wakayama College)
	Microscopic stability thresholds and constant scalar curvature K\"ahler metrics
16:40-17:40	Shuho Kanda (The University of Tokyo)
	Several complex structures on the Oeljeklaus-Toma manifolds

December 4
9:30-10:30	Satoshi Nakamura (Institute of Science Tokyo)
	Sasaki-extremal metrics and Sasaki-Mabuchi solitons
10:50-11:50	Toshiki Mabuchi (The University of Osaka)
	Deformation invariance problem of plurigenera for manifolds in the class C

• The Kanazawa Chamber of Commerce & Industry: Web site (Japanese); PDF (access)
• Mathematics, School of Science, Osaka Univ.
• Mathematical Society of Japan
• Mathematical Society of Japan Geometry Section