Abstract

In this paper we study braneworld cosmology when the bulk space is a charged black hole in de Sitter space (topological Reissner-Nordstrom de Sitter Space) in a general number of dimensions; then we compute the leading order correction to the Friedmann equation that arises from logarithmic corrections to the entropy in the holographic-braneworld cosmological framework. Finally we consider the holographic entropy bounds in this scenario, and we show that the entropy bounds are also modified by a logarithmic term.

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