TITLE:
Encoding Energy-Density as Geometry
AUTHORS:
Edwin Eugene Klingman
KEYWORDS:
Curved Space-Time, Gravitational Energy, Stress-Energy Tensor, Encoding Information in Geometry, Time Dilation, Equivalence Principle, Minkowski Relation, Schwarzschild Metric, Linearized General Relativity, Cosmology
JOURNAL NAME:
Journal of Modern Physics,
Vol.12 No.9,
July
8,
2021
ABSTRACT: Physicists possess an intuitive awareness of Euclidian space and time and Galilean transformation, and are then challenged with Minkowski space-time and Einstein’s curved space-time. Relativistic experiments support the “time-dilation” interpretation and others support “curved space-time” interpretation. In this, and related work, we investigate the key issues in terms of the intuitive space-time frame. In particular, we provide alternative approaches to explain “time dilation” and to explain the energy density for gravity systems. We approach the latter problem from an information perspective.