معرفی
Koichiro Sawada serves as Project Assistant Professor at Kyoto University's Research Institute for Mathematical Sciences (RIMS), specializing in high-dimensional anabelian geometry with focus on fundamental groups of hyperbolic polycurves and configuration spaces.
His academic background includes:
- Master of Science, Kyoto University (2016)
- Doctor of Science, Kyoto University (2019)
Sawada's research explores deep connections between geometric structures and algebraic invariants through anabelian techniques. His work establishes reconstruction frameworks for hyperbolic polycurves using pro-p groups, cohomology, and Lie algebras, with applications to Grothendieck's conjecture and finiteness theorems in arithmetic geometry.
Recent publications (2022-2024) demonstrate significant advancements in configuration space anabelian geometry across positive characteristic settings and generalized group-theoretic properties, building upon foundational 2018 work establishing cohomological aspects and pro-p conjectures for hyperbolic polycurves.
Scientific recognition includes:
- Japan Society for the Promotion of Science Research Fellowship for Young Scientists (DC2)
- Japan Society for the Promotion of Science Research Fellowship for Young Scientists (PD)
His research is supported through RIMS project funding and JSPS fellowships, with collaborative work spanning institutions in Japan, France, and Taiwan. Sawada actively contributes to the Arithmetic & Homotopic Galois Theory seminar at RIMS and maintains significant international collaborations.
Current research directions involve extending anabelian reconstruction to new geometric contexts and developing computational approaches for fundamental group analysis, with upcoming presentations scheduled at the 2025 East Asia Number Theory Conference and ZMC Conference.
