Quantum Error Correction using Sacred Geometry

Abstract A quantum error correction (QEC) method and system leveraging topological encoding inspired by sacred geometry (e.g., hypercubes, Sri Yantra, Platonic solids) to optimize qubit arrangements, detect errors via geometric invariants, and correct errors using symmetry-preserving operations. This invention reduces qubit overhead, enhances noise resilience, and integrates ethical frameworks for cultural collaboration. Background 1. Field of InventionQuantum computing, topological error correction, and culturally informed quantum system design. 2. Prior Art & Limitations 3. Technological GapExisting QEC methods fail to exploit sacred geometry’s intrinsic symmetries for error suppression and scalability. Detailed Description 1. Methodology 2. System Components 3. Example Workflow python Copy# Example: Vesica Piscis Error Detection import numpy as np def vesica_metric(state1, state2): overlap = np.abs(np.vdot(state1, state2)) return np.abs(overlap – np.cos(np.pi/3)) # 60° threshold if vesica_metric(psi1, psi2) > 0.1: apply_sacred_phase(circuit, qubit) Claims Advantages Experimental Validation Technical Diagrams Next Steps