Ghosal's Gravitation Hypothesis: A Comprehensive Curvature Tension Framework

Author(s)	Mr. Sounak Ghosal
Country	India
Abstract	Ghosal's Gravitation Hypothesis presents a novel framework for understanding gravitational interactions through the conceptualization of hypothetical lines that run parallel to the spatial axis and intersect the centre of mass of objects. This framework introduces a series of mathematical equations, including the Comprehensive Curvature Tension Equation (CCTE) and the "wavy n" equation, which captures the dynamic nature of curvature. Additionally, we introduce the Ghosal Curvature Operator, which modifies curvature based on local spatial density. This paper aims to present a detailed exploration of these concepts, their implications for gravitational theory, and potential applications in advanced physics.
Keywords	Ghosal's Gravitation Hypothesis, curvature dynamics, gravitational interactions, Comprehensive Curvature Tension Equation, Ghosal Curvature Operator, spacetime, gravitational wave propagation, quantum gravity, tension field, spatial density, curvature frequency function, gravitational compression, non-linear spatial mapping, theoretical physics, empirical validation, advanced modeling.
Field	Physics
Published In	Volume 7, Issue 4, July-August 2025
Published On	2025-07-31
DOI	https://doi.org/10.36948/ijfmr.2025.v07i04.43800
Short DOI	https://doi.org/g9vtv9

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