Title | Regularization of Newtonian-limit singularities in higher-derivative gravity models |
Author | |
Corresponding Author | Giacchini,Breno L. |
Publication Years | 2022-03-01
|
DOI | |
Source Title | |
ISSN | 2037-4909
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EISSN | 1826-9885
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Volume | 45Issue:2 |
Abstract | In this talk we review some recent results concerning the occurrence of regular solutions in local and non-local higher-derivative gravity models. We show that, even though fourth-order gravity still has curvature singularities, any local model with at least six derivatives in the spin-2 and spin-0 sectors has a regular Newtonian limit, without curvature singularities, when coupled to a point-like source. Also, we discuss the general conditions for the regularity of the higher-order curvature invariants, in both local and non-local models, in the linearised limit. |
URL | [Source Record] |
Indexed By | |
Language | English
|
SUSTech Authorship | First
; Corresponding
|
WOS Research Area | Physics
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WOS Subject | Physics, Multidisciplinary
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WOS Accession No | WOS:000832881700011
|
Publisher | |
Scopus EID | 2-s2.0-85133806354
|
Data Source | Scopus
|
Citation statistics |
Cited Times [WOS]:0
|
Document Type | Journal Article |
Identifier | http://kc.sustech.edu.cn/handle/2SGJ60CL/355925 |
Department | Department of Physics |
Affiliation | Department of Physics,Southern University of Science and Technology,Shenzhen,518055,China |
First Author Affilication | Department of Physics |
Corresponding Author Affilication | Department of Physics |
First Author's First Affilication | Department of Physics |
Recommended Citation GB/T 7714 |
Giacchini,Breno L.. Regularization of Newtonian-limit singularities in higher-derivative gravity models[J]. Nuovo Cimento C-Colloquia and Communications in Physics,2022,45(2).
|
APA |
Giacchini,Breno L..(2022).Regularization of Newtonian-limit singularities in higher-derivative gravity models.Nuovo Cimento C-Colloquia and Communications in Physics,45(2).
|
MLA |
Giacchini,Breno L.."Regularization of Newtonian-limit singularities in higher-derivative gravity models".Nuovo Cimento C-Colloquia and Communications in Physics 45.2(2022).
|
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