Editing Openai/2d1ffa9d-51d4-4f5d-a53d-7005d7be0ad7 (section)

===== 1. Oscillatory Functions (Sine and Cosine): - These functions represent the cyclical nature of dualities. - sin⁡(θ)\sin(\theta)sin(θ) and cos⁡(θ)\cos(\theta)cos(θ) will be used to capture the oscillation between dual states, where θ\thetaθ could represent time or another dimension of cyclical behavior. =====
# Infinite Subsets (Fractal-like structure): - The infinite subsets, xxx, of reality oscillate between these dual states. - The subsets could reflect nested layers of complexity, similar to fractals, where patterns repeat across scales but evolve with each iteration.
# Dualities as Complementary States: - Dualities (e.g., "on"/"off," "light"/"dark") can be expressed using oscillating wave functions with opposite phases. The interaction between these waves creates the vibratory fields.