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Spinor field
Arxiv:1910.04634V1 [Math.DG] 10 Oct 2019 ˆ That E Sdnt by Denote Us Let N a En H Subbundle the Define Can One of Points Bundle
Generalised Spin Structures in General Relativity
Arxiv:1209.2021V1 [Math-Ph] 10 Sep 2012 I H Oino Pnsrcue H Oino Pnstructu Spin a of Notion the Structure
Gravity, Spinors and Gauge-Natural Bundles
Twistor and Killing Spinors in Lorentzian Geometry
Connections and the Dirac Operator on Spinor Bundles$ Andrzej Trautman
A Principal Bundles, Vector Bundles and Connections
Some Properties of Dirac-Einstein Bubbles
What Is a Spinor?
The Spinc Dirac Operator on Hypersurfaces and Applications Roger Nakad, Julien Roth
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