TL;DR
This paper introduces twisted partially pure spinors to characterize subspaces of Euclidean space with complex structures, expanding the understanding of spinorial representations in complex geometry.
Contribution
It defines twisted partially pure spinors and demonstrates their role in characterizing complex-structured subspaces within Euclidean space.
Findings
New definition of twisted partially pure spinors
Characterization of complex-structured subspaces
Enhanced understanding of spinorial geometry
Abstract
Motivated by the relationship between orthogonal complex structures and spure spinors, we define twisted partially pure spinors in order to characterize spinorially subspaces of Euclidean space endowed with a complex structure.
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