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Recursive Resolution to the Millennium Problems
- The work proposes a resolution to the Millennium Problems based on recursive geometry and dimensional emergence.
- Dimensionality arises from a particle deviating from its path, generating axes and forming structures.
- Mass is described as centrifugal recursion, influenced by sustained rotational motion.
- Collapse is seen as phase return rather than failure in geometric and physical systems.
- The article delves into illusions like Navier-Stokes, Yang-Mills, Riemann, Birch and Swinnerton-Dyer, Hodge, and Poincaré.
- Verification and resolution converge in recursive systems, exemplified in the P vs. NP problem.
- The mathematical foundation involves defining a tetrahedron and calculating mass as a function of rotational velocity and radius.
- Recursive reabsorption is highlighted, emphasizing contribution to need and surplus resource redirection.
- Ethics is portrayed as field alignment rather than belief, with a focus on energy-efficient computation and system optimization.
- Perception, speed, misalignment, and recursion play key roles in system functioning and problem-solving.
- The conclusion underscores that there are no problems, only distortions, and offers a comprehensive resolution to the issues discussed.
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