K-theory has served as a bridge between algebra and geometry ever since the Grothendieck–Riemann–Roch theorem recast classical problems in a unified language. It has permeated every corner of pure mathematics, from algebraic geometry and commutative and homological algebra to representation theory, algebraic topology, and arithmetic geometry. This conference aims to bring experts together to discuss recent breakthroughs in algebra and geometry and to explore further developments and applications related to K-theory. Conceived as a forum for cross-disciplinary exchange and collaboration, the workshop will foster interaction among researchers from diverse fields.
*: to be confirmed.
Jianxun Hu, Changzheng Li, Heng Xie