No hair theorem for scalar field models with non-minimal derivative coupling around a reflecting star

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Mohseni Sadjadi Hossein; KHODAEI MAHDI

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Journal: JOURNAL OF RESEARCH ON MANY BODY SYSTEMS Year:2020 | Volume:10 | Issue:3 Page(s): 93-100

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Title

No hair theorem for scalar field models with non-minimal derivative coupling around a reflecting star

Author(s)

Mohseni Sadjadi Hossein | KHODAEI MAHDI | Issue Writer Certificate

Keywords

No hair theoremQ1

Non-minimal derivative couplingQ1

Scalar fieldQ1

Reflecting starQ1

Abstract

Studying Scalar field around black holes in the context of the no-hair theorem is an important subject. We investigate no scalar hair theorem for an asymptotically flat horizon-less neutral compact Reflecting star. A Reflecting star is an object with reflecting boundary condition (instead of absorbing event horizon) which the Scalar fields or its derivative are zero on this surface. In the kinetic part, the Scalar field is non-minimally coupled to the Einstein tensor which means we have Non-minimal derivative coupling of Scalar fields to the Einstein tensor. We show that in contrast to the black hole cases, there is no non-trivial hair in this problem.

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APA: Copy

Mohseni Sadjadi, Hossein, & KHODAEI, MAHDI. (2020). No hair theorem for scalar field models with non-minimal derivative coupling around a reflecting star. JOURNAL OF RESEARCH ON MANY BODY SYSTEMS, 10(3 ), 93-100. SID. https://sid.ir/paper/388587/en

Vancouver: Copy

Mohseni Sadjadi Hossein, KHODAEI MAHDI. No hair theorem for scalar field models with non-minimal derivative coupling around a reflecting star. JOURNAL OF RESEARCH ON MANY BODY SYSTEMS[Internet]. 2020;10(3 ):93-100. Available from: https://sid.ir/paper/388587/en

IEEE: Copy

Hossein Mohseni Sadjadi, and MAHDI KHODAEI, “No hair theorem for scalar field models with non-minimal derivative coupling around a reflecting star,” JOURNAL OF RESEARCH ON MANY BODY SYSTEMS, vol. 10, no. 3 , pp. 93–100, 2020, [Online]. Available: https://sid.ir/paper/388587/en

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