Design of a New Dimension-Changeable Hyperchaotic Model Based on Discrete Memristor

The application of a memristor in chaotic circuits is increasingly becoming popular research topic. influence on the dynamics systems worthy further exploration. In this paper, multi-dimensional closed-loop coupling model based Logistic map and Sine (CLS) proposed. new constructed by cascade operation which output used as input map. Additionally, one-dimensional extended to any dimension through modulation. order increase complexity stability CLS, discrete introduced construct memristor-based with (MCLS). By analyzing Lyapunov exponents, bifurcation diagram, complexity, 0–1 test result, comparison result between CLS MCLS obtained. performance analysis shows that exponents diagrams present symmetrical distribution variations some parameters. has parameters whose values can be set wider range generate more complex stable sequences. It proves proposed produce higher hyperchaotic system effectively improve make stable.