Randomized trial evaluates a novel algorithm for prime number distribution, suggesting a new computational paradigm.
Key Points
This research aims to explore the potential of Intra-Orthogonal Metric Geometry (IOMG) for solving prime number distribution and the Riemann Hypothesis.
Evaluated the IOMG algorithm's capacity to resolve classical geometrical paradoxes.
Developed a deterministic framework using five-digit terminal constants to replace floating-point systems.
Outlined a new hardware approach for computing based on Zero-Dissipation principles.
IOMG demonstrates a precise geometric mechanism for prime number distribution.
Elimination of numerical truncation enhances computation efficiency.
Introduction of Resistance-Free Computing as a groundbreaking hardware technology.