Geometric structures as variational objects, II

TL;DR

This paper extends previous work on geometric structures viewed as variational objects, broadening the scope to include a wider class of structures such as integrable almost-complex structures, and explores their variational properties.

Contribution

It generalizes earlier results to encompass a larger class of geometric structures, providing new perspectives on their variational nature.

Findings

Extended the variational framework to integrable almost-complex structures.

Provided new insights into the geometric structures as variational objects.

Generalized previous main results to broader classes of structures.

Abstract

This note is the sequel of "Geometric structures as variational objects, I." It generalizes the main result and perspectives of that work to a class of geometric structures that includes integrable almost-complex structures.