3 papers
physics.gen-ph2025
Pinched Multi Affine Geometry and Confinement: Describing the Yang-Mills Mass Gap
Shoshauna Gauvin
We introduce a multi affine geometric framework in which spacetime curvature relaxes non-instantaneously, subject to a fundamental Planck-scale limit on volumetric contraction. Thi…
physics.gen-ph2025
Dual Affine Connections, Legendre Transforms, and Black Hole Thermodynamics
Shoshauna Gauvin
Geometrical methods have become increasingly important in understanding both thermodynamics and information theory. In particular, dual affine (Hessian) geometry offers a powerful…
quant-ph2025
A Multi Affine Geometric Framework for Quantum Nonlocality. Unifying Berry Phases, Entanglement, and Coherence
Shoshauna Gauvin
We develop a multi affine geometric framework to unify classical and quantum mechanical laws through the lens of information geometry. By combining the principle of stationary acti…