What question did this study set out to answer?

The research focuses on deriving and interpreting the GOMC-UNIVERSE v1 equation for understanding cyclic cosmology.

April 17, 2026Open Access

The GOMC-UNIVERSE v1 Cosmological Equation A Modular Space-Fluid Framework for Cyclic Cosmology

Key Points

The research focuses on deriving and interpreting the GOMC-UNIVERSE v1 equation for understanding cyclic cosmology.
Derivation of the GOMC-UNIVERSE v1 equation from the GOMC-MEE template
Analysis of flux, source, variational, and constraint components
Integration into a modular cosmological model incorporating various physical phenomena
A complete PDE governing cosmic space-fluid density was obtained
The model indicates a total cycle duration of approximately 33.3 ± 1.0 Gyr
Demonstrates mathematically consistent evolution of cosmic structures through cycles

Abstract

This paper presents the full derivation, structure, and cosmological interpretation ofthe GOMC-UNIVERSE v1 equation, constructed directly from the Generalized OrganModeling and Conservation– Modular Extended Equation (GOMC-MEE) template.Using the flux, source, variational, and constraint components defined in the GOMCMEE framework, we derive a complete PDE governing the evolution of the cosmicspace-fluid density σ(r,t). This equation is then integrated into a modular cosmologicalmodel that includes expansion, MBH-driven density evolution, turnaround detection,and bounce physics. The result is a mathematically consistent cyclic cosmology witha total cycle duration of approximately 33.3 ± 1.0 Gyr.

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