<ul><li>Mass is described as a complex curvature-based field expression, with quantum wavefunction emerging from an oscillating imaginary-mass field.</li><li>The fundamental object is defined as a complex mass tuple, with the state of a particle represented as S = (|Ψ⟩, m_c), where m_c = m_r + i · m_i.</li><li>Core dynamics involve a modified Schrödinger equation and a Quantum Curvature Driver defined by Γ̂(m_i) = β · m_i · κ.</li><li>Collapse mechanics are modeled as a geometric-mass pinning operator, triggered under specific conditions, and conservation law is defined to preserve complex energy.</li></ul>

Quantum Curvature Theory of Mass Emergence

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