• December 2nd–3rd, 2024
• Room F415, Building F, Faculty of Science, Sugimoto Campus, Osaka Metropolitan University

Schedule　(PDF in Japanese)

Monday, December 2nd
10:00–12:00	Informal Seminar Shun Sugiyama (National Institute of Technology, Kitakyushu College) $q$-complete with corners open sets and vanishing cohomology groups (Slides) Takayuki Koike (Osaka Metropolitan University) Formal principle for line bundles Masanori Adachi (Shizuoka University) Progress report around the Diederich-Fornaess index
13:30–14:30	Kazuko Matsumoto (Tokyo University of Science) Hartogs’ analyticity theorem for $C^2$-mappings and maximum principle for $q$-convex functions (Slides)
15:00–17:00	Thomas Pawlaschyk (Bergische Universität Wuppertal) Foliation of pseudoconcave and $q$-pseudoconcave continuous graphs in ${\mathbb{C}}^n$ (Slides)
Tuesday, December 3rd
10:00–12:00	Informal Seminar Takeo Ohsawa (Nagoya University) Remarks on the geometry of analytic continuation Yangyang Zhang (Osaka Metropolitan University) On examples of nef big and non-semipositive line bundles

Registration

To register for participation, please send an email to one of the organizers. Pre-registration is required for those who wish to attend the informal seminar.

Organizers

• Masanori Adachi (Shizuoka University)
• Takayuki Koike (Osaka Metropolitan University)

Acknowledgement

This workshop is supported by Osaka Central Advanced Mathematical Institute (OCAMI) Joint Usage/Research FY2024 (general) (C) “Holomorphic neighborhoods of compact manifolds and CR geometry” (PI: Masanori Adachi).