Harmonic maps and twistorial structures
G. Deschamps, E. Loubeau, R. Pantilie
TL;DR
This paper introduces Riemannian twistorial structures, providing new natural methods for constructing harmonic maps, which are important in differential geometry.
Contribution
It presents the concept of Riemannian twistorial structures, offering a novel approach to generating harmonic maps.
Findings
New framework for harmonic map construction
Riemannian twistorial structures are naturally suited for this purpose
Potential applications in differential geometry and related fields
Abstract
We introduce the notion of Riemannian twistorial structure and we show that it provides new natural constructions of harmonic maps.
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Taxonomy
TopicsGeometric Analysis and Curvature Flows · Advanced Differential Geometry Research · Geometry and complex manifolds