首页> 外文期刊>International journal of modern physics, D. Gravitation, astrophysics, cosmology >Quantum effects in topological and Schwarzschild de Sitter brane: Aspects of torsion on (D(D)over-bar)(4)-brane
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Quantum effects in topological and Schwarzschild de Sitter brane: Aspects of torsion on (D(D)over-bar)(4)-brane

机译:拓扑和Schwarzschild de Sitter膜中的量子效应:(D(D)over-bar)(4)-膜上扭转的方面

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We investigate an effective torsion curvature in a second-order formalism underlying a two-form world-volume dynamics in a D-5-brane. In particular, we consider the two form in presence of a background (open string) metric in a U(1) gauge theory. Interestingly the formalism may be viewed via a noncoincident pair of (D (D) over bar)(5)-brane with a global Nereu-Schwarz (NS) two form on an anti-brane and a local two form on a brane. The energy-momentum tensor is computed in the six-dimensional (6D) conformal field theory (CFT). It is shown to source a metric fluctuation on a vacuum created pair of (D (D) over bar)(4)-brane at a cosmological horizon by the two-form quanta in the gauge theory. The emergent gravity scenario is shown to describe a low-energy (perturbative) string vacuum in 6D with a nonperturbative (NP) quantum correction by a lower (p < 5) dimensional Dp-brane or an anti-brane in the formalism. A closed string exchange between a pair of (D <(D)over bar>)(4)-brane, underlying a closed/open string duality, is argued to describe the Einstein vacuum in a low-energy limit. We obtain topological de Sitter (TdS) and Schwarzschild brane universe in six dimensions. The brane/anti-brane geometries are analyzed to explore some of their characteristic and thermal behaviors in presence of the quantum effects. They reveal an underlying nine-dimensional type IIA and IIB superstring theories on S-1.
机译:我们研究了一种基于二阶形式主义的有效扭转曲率,该二阶形式主义基于D-5-脑中两种形式的世界体积动力学。特别是,我们考虑U(1)规范理论中存在背景(开放字符串)度量的两种形式。有趣的是,形式主义可以通过一对不相重的(D(D)over bar)(5)-麸皮来查看,在反麸皮上具有全局的Nereu-Schwarz(NS)两种形式,在麸皮上具有局部的两种形式。能量动量张量是在六维(6D)共形场理论(CFT)中计算的。它显示了通过量规理论中的两种形式的量子在宇宙学视野上的真空产生的一对(D(D)在条形)(4)上产生的度量波动。出现的引力情景显示了用较低维数(p <5)的Dp薄膜或反薄膜进行形式上的6D低能(微扰)串真空和无微扰(NP)量子校正。一对(D <(D)over_bar>)(4)-布雷恩之间的闭合弦交换(基于闭合/开放弦对偶性)被认为描述了低能量极限中的爱因斯坦真空。我们在六个维度上获得了拓扑Sitter(TdS)和Schwarzschild麸皮宇宙。分析了麸/抗麸的几何形状,以探索它们在量子效应存在下的某些特性和热行为。他们揭示了有关S-1的基础九维IIA和IIB型超弦理论。

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