The Mechanical Universe: Helical Spin Theory (HST) and Higgs-Tachyon-Push Field Theory (HTP)

Scale-Dependent Gravity in Quantum Cosmology I: Singularity-Avoiding Sectors and Semiclassical Dynamics

We study an effective quantum cosmological model with a scale-dependent gravitational coupling G(a). Starting from a Newtonian cosmological construction inspired by a corrected two-body gravitational potential, we derive an effective Friedmann-type equation and quantize the corresponding minisuperspace model to obtain...

Perturbations and phenomenology of compact objects in quantum gravity theories

This thesis investigates the perturbative dynamics and phenomenology of compact objects in two approaches to quantum gravity: quadratic gravity and asymptotic safety. Linear perturbations provide a tool to probe the physical properties of spacetimes and their potential observational signatures, including quasinormal mo...

The Torsional Dynamics of the Planck Density Limit: Bosonic Angular Momentum Accumulation of Quantum Coordinates A Companion Paper to the Tachyonic Horizon Framework

The Torsional Dynamics of the Planck Density Limit: Bosonic Angular Momentum Accumulation of Quantum Coordinates A Companion Paper to the Tachyonic Horizon Framework

The Torsional Dynamics of the Planck Density Limit: Bosonic Angular Momentum Accumulation of Quantum Coordinates A Companion Paper to the Tachyonic Horizon Framework

A Local Bubble-in-Bubble (BB) Multiverse Model Time, CP-Reversals, Classical Physics and Fundamental Constants Arise from Just Two Variables

We present a novel minimalistic physical framework in which all observable properties of spacetime, matter, and fundamental sector constants emerge from the evolution of two master variables in a multiverse landscape during dimensional descent: (A) the rotation speed of bubble universes, and (B) the vacuum energy densi...