3 papers
math.DG2023
Toric non-archimedean -entropy and thermodynamical structure
Eiji Inoue
We study non-archimedean -entropy for toric variety as a further exploration of K-stability. We show the existence of optimizer of toric non-archimedean -entropy for $λ\…
math.AG2022
Entropies in -framework of canonical metrics and K-stability, II -- Non-archimedean aspect: non-archimedean -entropy and K-semistability
Eiji Inoue
This is the second in a series of two papers studying -cscK metrics and K-stability from a new perspective, inspired by observations on -character in arXiv:2004.06393 and…
math.DG2018
The moduli space of Fano manifolds with Kähler-Ricci solitons
Eiji Inoue
We construct a canonical Hausdorff complex analytic moduli space of Fano manifolds with Kähler-Ricci solitons. This naturally enlarges the moduli space of Fano manifolds with Kähle…