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Bibliographic Details
Main Author:	Ferrao Neto, Antonio
Format:	Recurso digital
Language:	English
Published:	Zenodo 2025
Subjects:	Successive Zooms Method Analog-digital hybrid systems Arbitrary precision computation Unsolvable differential equations Beyond Turing computation Non-computable systems Analog computation Arbitrary precision Alternative computing architectures Computing architectures
Online Access:	https://doi.org/10.5281/zenodo.15875952
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<p>The <em>Successive Zooms Method</em> (MZS) introduces a novel computational architecture capable of solving problems that are provably non-computable by digital Turing machines. MZS proposes a hybrid analog system with recursive refinement, arbitrary precision, and a built-in error correction loop. The method operates beyond the limitations of classical algorithmic logic, leveraging nested approximations that approach the solution through successive “zooms” into the problem space. This work provides the first formal outline of MZS, including its principles, architecture, and implications for mathematics, physics, and artificial intelligence.</p>

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