Non-compact manifolds with Killing spinors

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Non-compact manifolds with Killing spinors

机译：非紧凑的歧管杀灭旋转丝

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We present here a quick result for non-compact manifolds with invertible Dirac operator, where we link the presence of a massless Killing spinor, with a harmonic, closed conformal Killing-Yano tensor, if one exists for the specific manifold. A couple of examples are introduced. (C) 2020 Elsevier B.V. All rights reserved.

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《Journal of geometry and physics》 |2020年第2020期|共5页
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正文语种 eng
中图分类数学物理方法;几何、拓扑;
关键词
Conformal Killing-Yano tensor; Killing spinor; Hidden symmetries; Non-compact manifold; Invertible Dirac operator;

机译：保形杀死 - yano张量;杀死旋转;隐藏的对称;非紧凑的歧管;可逆的DIRAC操作员;

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1. Non-compact manifolds with Killing spinors [J] . Journal of geometry and physics . 2020,第期

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2. Complex Generalized Killing Spinors on Riemannian Spin (c) Manifolds [J] . Grosse Nadine, Nakad Roger Results in mathematics . 2015,第1a2期

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3. Deformations of Killing spinors on Sasakian and 3-Sasakian manifolds [J] . Craig Van Coevering Journal of the Mathematical Society of Japan . 2017,第1期

机译：Sasakian流形和3-Sasakian流形上的Killing spinors变形
4. On pseudo-Riemannian manifolds with many Killing spinors [C] . D.V. Alekseevsky, V. Cortes Workshop on Geometry and Physics: Special Metrics and Supersymmetry . 2009

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5. Applications of the Seiberg-Witten equations to the Differential Geometry of non-compact Kähler manifolds [D] . Elson, Ilya 2014

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6. Spatio-temporal structure of sleep slow oscillations on the electrode manifold and its relation to spindles [O] . Paola Malerba, Lauren N Whitehurst, Stephen B Simons, 2019

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7. Non-compact manifolds with Killing spinors [O] . C. Rugina, A. Ludu 2020

机译：非紧凑的歧管杀灭旋转丝

Non-compact manifolds with Killing spinors

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