Rotational Dragging Effect on Statistical Thermodynamics of (2+1)-dimensional Rotating de Sitter Space

TL;DR

This paper explores how rotational dragging influences the thermodynamics of (2+1)-dimensional rotating de Sitter space and its potential holographic relationship with boundary conformal field theories, highlighting differences from BTZ black holes.

Contribution

It investigates the impact of opposite rotational dragging on statistical mechanics in rotating de Sitter space and discusses its holographic implications, a novel perspective in this context.

Findings

Rotational dragging affects thermodynamic quantities in de Sitter space.

Opposite rotational dragging may relate to non-unitarity in boundary CFT.

Comparison with BTZ black hole reveals distinct effects.

Abstract

Brief comments on a plausible holographic relationship between the opposite rotational dragging effect of a (2+1)-dimensional rotating de Sitter space and the non-unitarity of a boundary conformal field theory are given. In addition to the comments, we study how the opposite rotational dragging effect affects the statistical-mechanical quantities in the rotating de Sitter space in comparison with a BTZ black hole.