Scalar polynomial curvature invariant vanishing on the event horizon of any black hole metric conformal to a static spherical metric

David D. McNutt; Don N. Page

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Scalar polynomial curvature invariant vanishing on the event horizon of any black hole metric conformal to a static spherical metric

机译：标量多项式曲率不变，在任何黑洞度量的事件范围内消失到静态球形度量

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摘要

We construct a scalar polynomial curvature invariant that transforms covariantly under a conformal transformation from any spherically symmetric metric. This invariant has the additional property that it vanishes on the event horizon of any black hole that is conformal to a static spherical metric.

机译：我们构建一个标量多项式曲率不变，可以在任何球形对称度量的共形变换下变换。这一不变性有额外的属性，它在任何黑洞的活动范围内消失，这些黑洞是一个静态球形度量。

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来源
《Physical review, D》 |2017年第2期|共5页
作者
David D. McNutt; Don N. Page;
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作者单位

Faculty of Science and Technology University of Stavanger N-4036 Stavanger Norway;

Department of Physics University of Alberta Edmonton Alberta T6G 2E1 Canada;

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原文格式 PDF
正文语种 eng
中图分类粒子物理学;场论;
关键词
Scalar; polynomial; curvature;

机译：标量;多项式;曲率;

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专利

1. Scalar polynomial curvature invariant vanishing on the event horizon of any black hole metric conformal to a static spherical metric [J] . David D. McNutt, Don N. Page Physical Review D . 2017,第5a8CD期

机译：标量多项式曲率不变，在任何黑洞度量的事件范围内消失到静态球形度量
2. Curvature invariant characterization of event horizons of four-dimensional black holes conformal to stationary black holes [J] . David D. McNutt Physical Review D . 2017,第9a12CD期

机译：曲率不变特征在于固定黑洞的四维黑洞事件视野
3. Curvature invariant characterization of event horizons of four-dimensional black holes conformal to stationary black holes [J] . David D. McNutt Physical review, D . 2017,第10aPta2期

机译：曲率不变特征在于固定黑洞的四维黑洞事件视野
4. Dilaton field minimally coupled to 2+1 gravity; uniqueness of the static Chan-Mann black hole and new dilaton stationary metrics [C] . Alberto A. García-Diaz Leopoldo Garcia-Colin Mexican Meeting on Mathematical and Experimental Physics . 2013

机译：Dilaton领域最小地耦合到2 + 1重力;静态Chan-Mann黑洞的独特性和新的Dilaton固定度量
5. Nonuniqueness of constant scalar curvature metrics in a conformal class. [D] . Cohn, Zachary. 2009

机译：保形类中恒定标量曲率度量的非唯一性。
6. Multiplier ideal sheaves and existence of Kähler-Einstein metrics of positive scalar curvature [O] . Alan Michael Nadel 2017

机译：乘数理想滑轮和正标量曲率的Kähler-Einstein度量的存在
7. Scalar Polynomial Curvature Invariant Vanishing on the Event Horizon of Any Black Hole Metric Conformal to a Static Spherical Metric [O] . McNutt, David D., Page, Don N. 2017

机译：标量多项式曲率不变消失的事件视界任何黑洞公制保形与静态球形公制
8. Prescribed Scalar Curvature Functions for Conformal Metrics on a Bounded Domain of R(sup 2) [R] . Duong, M. D. , Ezin, J. P. 1988

机译：R（sup 2）有界域上的共形度量的规定标量曲率函数

Scalar polynomial curvature invariant vanishing on the event horizon of any black hole metric conformal to a static spherical metric

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