Vasileios Basios
580 California St., Suite 400
San Francisco, CA, 94104
Abstract
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The paper explores the concept of weak chaos within dynamical systems, providing a mathematical framework for its understanding. It discusses the conditions under which weak chaos arises and its implications on system behavior, detailing the interplay between stability and unpredictability in chaotic regimes. The findings contribute to the broader field of non-linear dynamics and highlight the relevance of weak chaos in real-world systems, offering new insights into system analysis and predictability.