Atemporality from Conservation Laws of Physics in Lorentzian-Euclidean Black Holes
Silvia De Bianchi, Salvatore Capozzıello, Emmanuele Battista
Abstract
Recent results have shown that singularities can be avoided from the general relativistic standpoint in Lorentzian-Euclidean black holes by means of the transition from a Lorentzian to an Euclidean region where time loses its physical meaning and becomes imaginary. This dynamical mechanism, dubbed "atemporality", prevents the emergence of black hole singularities and the violation of conservation laws. In this paper, the notion of atemporality together with a detailed discussion of its implications is presented from a philosophical perspective. The main result consists in showing that atemporality is naturally related to conservation laws.
Topics & Concepts
Euclidean geometryConservation lawPhysicsGravitational singularityTheoretical physicsBlack hole (networking)Physical lawClassical mechanicsMathematical physicsQuantum mechanicsMathematicsGeometryComputer scienceLink-state routing protocolRouting (electronic design automation)Computer networkRouting protocolBlack Holes and Theoretical PhysicsCosmology and Gravitation TheoriesNoncommutative and Quantum Gravity Theories