A new framework unifying quantum mechanics and general relativity · Topological geometry explains the essence of the universe · Deriving physical constants from first principles
Understanding the universe through topological geometry
The fundamental structure of the universe is topological, not metric. Physical phenomena arise from changes and interactions of topological invariants.
QST provides a mathematical framework unifying quantum mechanics and general relativity without introducing extra dimensions or assumptions.
Deriving physical constants and fundamental laws from pure geometric and topological principles, rather than relying on empirical fitting.
The theory makes testable predictions, including the nature of dark matter, gravitational wave characteristics, and explanations for the cosmological constant.
QST Theory is built on rigorous mathematical foundations, combining topological geometry with quantum field theory.
The theory employs advanced mathematical tools including differential geometry, algebraic topology, and functional analysis to describe the deep structure of spacetime.
* Lagrangian density includes Riemann curvature R, Φ field, and its gradient terms
Spacetime is modeled as a manifold with non-trivial topological structure, where physical constants arise from topological invariants.
Run numerical simulations of QST Theory
Visualize topological connections and community structures between QST theory concepts
Launch Simulator →Simulate celestial orbital motion based on QST-corrected gravitational theory
Launch Simulator →Dynamic evolution simulation of Φ field and topological structures
Launch Simulator →Analyze astronomical observation data compared with QST predictions
Launch Simulator →From theory to practice
A memory management system based on QST Theory, applying topological structures to AI long-term memory storage and retrieval.