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January 1, 2018Open Access

A Refutation of ! and improvement in accuracy of Kepler's Conjecture by 1.3%

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Key Points

To refute and improve the accuracy of Kepler's Conjecture by 1.3% using a new mathematical framework.
Introduced Intra-Orthogonal Metric Geometry (IOMG) with fixed five-digit constants.
Analyzed spatial geometry and number theory using rigid right-angled boundaries.
Developed the IOMG algorithm to address issues of numerical truncation and bit-erasure.
Achieved a 1.3% improvement in the accuracy of Kepler's Conjecture.
Revealed an exact geometric mechanism dictating the distribution of prime numbers.
Proposed a new computing paradigm characterized by zero-dissipation and resistance-free operations.

Implication

New mathematical framework improves accuracy of Kepler's Conjecture, suggesting potential for novel computing paradigms.

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Cite This Study

Mindy Lee (2018) studied this question.

synapsesocial.com/papers/6a1fc64adee9eb8c0dce7726 https://doi.org/10.5281/zenodo.20488061

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