Sixtan_Quantum_Numbers_and_Particle_Identity__A_Topological_Encoding_of_Particle_States

This paper introduces the Sixtan Quantum Numbers (SQNs) as a topologically rooted classification system for fundamental particles. Derived from the twist-phase harmonic framework of Sixta Theory, the SQNs τ, Θ,ε,χ describe a particle’s identity based on dimensional recursion, phase structure, and chirality. Unlike conventional quantum numbers, which are empirically assigned, SQNs arise from the geometric and harmonic properties of the dimensional manifold. This paper defines each SQN, explains their physical interpretation, derives particle identities from them, and explores implications for mass, chirality, and undiscovered states.