Cylinders in Fano threefolds
Speaker In-Kyun Kim HCMC KIAS A variety $X$ is called cylindrical if it contains a Zariski-open subset isomorphic to $Z \times \mathbb A^1$ for some affine variety $Z$. …
Speaker In-Kyun Kim HCMC KIAS A variety $X$ is called cylindrical if it contains a Zariski-open subset isomorphic to $Z \times \mathbb A^1$ for some affine variety $Z$. …
Speaker Michael Albanese Adelaide University A nearly Kähler six-manifold admits a compatible SU(3)-structure. Verbitsky utilised this SU(3)-structure to obtain a generalisation of the Kähler identities, which he used …
Speaker Qifeng Li Shandong University The fundamental form is a basic object for manifolds and varieties. In this talk, we will give a bound on the dimension of …
Speaker Yingqi Liu IBS CCG Hwang and Li introduced cone structures with characteristic conic connections, partially generalizing VMRT structures on uniruled projective manifolds. For isotrivial cone structures with …
Speaker for lecture series Eunjeong Lee (Chungbuk National University) Speakers for research talk Byung Hee An (Kyungpook National University) Myungho Kim (Kyung Hee University) Abstracts PDF file Schedule October 22 …
Speakers Rodolf Aguilar Aguilar (CIMAT, Guanajuato) Cong Ding (Shenzhen U.) Cecil Gachet (U. Bochum) Jaehyun Hong (IBS-CCG) Xiaojun Huang (Rutgers U.) Lucas Kaufmann (U. Orleans) Yuta Kusakabe (Kyushu U.) Minseong …