Topological analysis of chaotic solution of three-element memristive circuit
Jean-Marc Ginoux (PROTEE), Christophe Letellier (CORIA), Leon L. O., Chua (UC Berkeley)
TL;DR
This paper analyzes the chaotic solutions of a simple memristive circuit, characterizing their topology and comparing them to Rossler-like attractors to understand their complex dynamics.
Contribution
It provides a topological analysis of chaos in a minimal memristive circuit, offering new insights into its chaotic attractors.
Findings
Chaotic attractors are topologically characterized.
Comparison with Rossler-like attractors reveals similarities and differences.
The study enhances understanding of memristive circuit dynamics.
Abstract
The simplest electronic circuit with a memristor was recently proposed. Chaotic attractors solution to this memristive circuit are topologically characterized and compared to Rossler-like attractors.
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