Tropical Geometry and Related Topics
Department of Mathematics, Kyoto University
March 7 -- 11, 2016
The pdf-file of abstracts: here (updated on March 5)
Tutorial lectures
Hiroshi Iritani Introduction to Gamma conjecture
Diane Maclagan Introduction to tropical algebraic geometry
Tomoki Nakanishi Introduction to Cluster Algebras
Kazuhiko Yamaki Introduction to Berkovich spaces and skeleta
Talks
Antoine Ducros Skeletons of Berkovich spaces
Kenji Fukaya How algebraic geometry over Novikov ring is used
in Symplectic geometry and Mirror symmetry
Rod Halburd Tropical Nevanlinna theory
Hitoshi Iritani Hodge theoretic mirror symmetry for toric stacks
Akishi Kato Quiver mutation loops and partition q-series
Boris Khesin Integrability and non-integrability of pentagram maps
Diane Maclagan Tropical ideals, varieties, and schemes
Andrew Macpherson Towards skeletal moduli theory
Grigory Mikhalkin Quantum index of real plane curves and refined enumerative geometry
Tomoki Nakanishi Tropical variables in cluster algebras
Yuji Odaka Tropical geometric compactification of moduli
Kristin Shaw Toric degenerations of Grassmannians Gr(3, n)
Linhui Shen Donaldson-Thomas transformations for moduli spaces of local systems on surfaces
Satoshi Tsujimoto On soliton automata
Kazushi Ueda Tropical coamoebas
Kazuhiko Yamaki Effective faithful tropicalizations associated to linear systems on curves
Yuto Yamamoto Geometric monodromy around the tropical limit
Tony Yue Yu Positivity and integrality of counting open curves