346 Solutions to the Three-Body Problem under Different Equations
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2026/05/26
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創作於：2026/05/26，最後更新於：2026/05/26。
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Solutions to the Three-Body Problem under Different Equations
Author: Zhang Suhang
Luoyang, Henan
The three-body problem has long plagued classical mechanics and astrophysics, and no general analytical solution has been found to date.
Within the three theoretical frameworks I established, the core equation of each system can be applied to solve the three-body problem, with corresponding expressions for steady-state solutions presented below.
1. MOC System (Unified Curvature Equation)
Solution: Curvature Equilibrium
2. DOG System (Discrete Matrix Equation)
Solution: Frequency Synergy State
3. UPGS-UPFE System (Unified Probability Field Equation)
Solution: Probability Equilibrium
All three frameworks and their respective equations are capable of solving the three-body problem.