We introduce class A spacetimes, i.e. compact vicious spacetimes $(M,g)$ such that the Abelian cover $(\bar{M},\bar{g})$ is globally hyperbolic. We study the main properties of class A spacetimes using methods similar to the one introduced in D. Sullivan "Cycles for the dynamical study of foliated manifolds and complex manifolds" (Invent. Math.,36, 225-
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Could a foliation by constant mean curvature hypersurfaces cover the existence of most observers in our part of spacetime? [PDF]
Prado Martin-Moruno
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Massive scalar field in de Sitter spacetime: a two-loop calculation and a comparison with the stochastic approach [PDF]
Alexander Yu. Kamenshchik +2 more
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Lagrangian Description in the context of Emergent spacetime [PDF]
Satadal Datta
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Calculation of multipole moments of axistationary electrovacuum spacetimes [PDF]
Gyula Fodor +2 more
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SIMONE WEIL'S SPIRITUAL CRITIQUE OF MODERN SCIENCE: AN HISTORICAL‐CRITICAL ASSESSMENT
Simone Weil is widely recognized today as one of the profound religious thinkers of the twentieth century. Yet while her interpretation of natural science is critical to Weil's overall understanding of religious faith, her writings on science have ...
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Noether Symmetries and Conservation Laws in Non-Static Plane Symmetric Spacetime [PDF]
Muhammad Farhan +3 more
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Black hole perturbations of massive and partially massless spin-2 fields in (anti) de Sitter spacetime [PDF]
Rachel A. Rosen, Luca Santoni
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Master functions and equations for perturbations of vacuum spherically symmetric spacetimes [PDF]
Michele Lenzi, Carlos F. Sopuerta
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Universal box operator: O(D, D)-symmetry and α′-corrections
We construct a fully covariant, O(D, D)-symmetric d’Alembertian—or box operator—that acts on tensor fields of arbitrary rank and provides a universal kinetic term for all bosonic closed-string states.
Kawon Lee, Jeong-Hyuck Park
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