Accelerate scientific discovery with Curvature-Flat Prime theory — bridging mathematics, physics, and AI
A revolutionary mathematical framework connecting prime numbers to fundamental physics
Mathematical framework revealing deep structure in prime number distribution through differential geometry
Extension to multiple scales connecting number theory to quantum field theory and cosmology
Novel approach to one of mathematics' greatest unsolved problems through geometric invariants
Interdisciplinary applications spanning pure mathematics to applied physics
Prime distribution, Riemann zeta function, L-functions, and arithmetic geometry
Curvature tensors, holonomy groups, and geometric flows on prime manifolds
Quantum field theory connections, spectral theory, and quantum chaos
Dark matter models, cosmological constant, and large-scale structure
Neural network architectures inspired by prime structure, optimization algorithms
Post-quantum cryptographic protocols based on CFP-MCFP invariants
Everything researchers need to advance CFP-MCFP science
High-performance computing for CFP-MCFP calculations, symbolic algebra, and numerical simulations
Real-time collaboration, shared workspaces, and integrated communication for research teams
LaTeX integration, preprint hosting, peer review coordination, and journal submission tools
Proposal templates, funding database, budget tools, and compliance documentation
Flexible plans for individual researchers to national programs
Academic discount: 50% off for verified academic institutions
Peer-reviewed papers and preprints from the CFP-MCFP research program
Salden, A. et al. (2025)
Foundational paper introducing the curvature-flat prime framework and its connection to the Riemann Hypothesis.
Read MoreSalden, A. et al. (2025)
Extension to multiple scales with applications to quantum field theory and cosmological models.
Read MoreSalden, A. et al. (2026)
Complete formal verification of core CFP-MCFP theorems in the Lean 4 proof assistant.
Read MoreCollaborate with leading researchers on breakthrough mathematics and physics