Remarks on "Spiral Minimal Products"

Abstract

This note aims to give a better understanding and some remarks about recent preprint ``Spiral Minimal Products". In particular, 1. it should be pointed out that a generalized Delaunay construction among minimal Lagrangians of complex projective spaces has been set up. This is a general structural result working for immersion and current situations. 2. uncountably many new regular (or irregular) special Lagrangian cones with finite density and ``regular" (or irregular) special Lagrangian cones with infinite density in complex Euclidean spaces can be found.

Reported in the 11th symposium on geometry and topology of submanifolds, Sept. 23-29 2024. Part may be incorporated in arXiv:2306.03328