This community collects research on geometric and structural approaches
to quantum theory, gauge interactions, and gravity.
The focus lies on mathematical frameworks in which physical structures
emerge from underlying geometric or topological principles. Topics of
interest include symplectic geometry, Berry curvature structures,
phase-space geometry, fibre bundles, and related geometric mechanisms
relevant to quantum theory and gravitation.
Particular attention is given to geometric research programs such as
• Dual-Phase Curvature Quantization (DCQ)
• Fracture–Berry–Tension (FBT) framework
which explore the role of dual-phase geometry, curvature structures,
and symplectic manifolds in the emergence of gauge interactions,
particle spectra, and gravitational dynamics.
The community serves as a repository for theoretical papers,
supplementary materials, and related research outputs in geometric
approaches to fundamental physics.