Yu Shuang1; Gao Changjun1; Liu Mingjun2
Source Publicationresearchinastronomyandastrophysics
AbstractWe investigate the problem of static and spherically symmetric solutions in the Starobinsky gravity model. By extending the Lichnerowicz and Israel theorems, William Nelson has demonstrated that the Schwarzschild solution is the unique static, spherically symmetric and asymptotically flat black hole solution in the Starobinsky model. However, Hong Lu et al. find that there are sign errors in the proof of Nelson. This raises the problem of whether Nelson's proof is correct or not. In order to answer this question, we explore the corresponding solutions by using the Taylor series expansion method. We find that Nelson's conclusion is indeed correct despite the flaw in the proof.
Funding Project[Strategic Priority Research Program "Multi-wavelength Gravitational Wave Universe" of the CAS] ; [National Natural Science Foundation of China] ; [Project of CAS]
Document Type期刊论文
First Author AffilicationNational Astronomical Observatories, Chinese Academy of Sciences
Recommended Citation
GB/T 7714
Yu Shuang,Gao Changjun,Liu Mingjun. onstaticandsphericallysymmetricsolutionsofstarobinskymodel[J]. researchinastronomyandastrophysics,2018,18(12):131.
APA Yu Shuang,Gao Changjun,&Liu Mingjun.(2018).onstaticandsphericallysymmetricsolutionsofstarobinskymodel.researchinastronomyandastrophysics,18(12),131.
MLA Yu Shuang,et al."onstaticandsphericallysymmetricsolutionsofstarobinskymodel".researchinastronomyandastrophysics 18.12(2018):131.
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