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Lyapunov exponent
What Are Lyapunov Exponents, and Why Are They Interesting?
Synthesis of the Advance in and Application of Fractal Characteristics of Traffic Flow
Is Type 1 Diabetes a Chaotic Phenomenon?
A Novel Measure Inspired by Lyapunov Exponents for the Characterization of Dynamics in State-Transition Networks
Emergent Chaos in the Verge of Phase Transitions
Application of Lyapunov Exponents to Strange Attractors and Intact & Damaged Ship Stability
Fdlyapu: Estimating the Lyapunov Exponents Spectrum Sylvain Mangiarotti & Mireille Huc 2019-08-29
Strange Attractor Morphogenesis by Sensitive Dependence on Initial Conditions Safieddine Bouali
Ed Lorenz: Father of the 'Butterfly Effect'
A Comparative Study Using Lyapunov Exponents, Fractal Dimension, Conditional Entropy and Spectral Analysis
Determining Lyapunov Exponents from a Time Series
Variations of the Lorenz-96 Model
Testing Chaotic Dynamics Via Lyapunov Exponents by Fernando Fernández-Rodríguez* Simón Sosvilla-Rivero** Julián Andrada-Félix* DOCUMENTO DE TRABAJO 2000-07
Multi-Chaotic Analysis of Inter-Beat (R-R) Intervals in Cardiac Signals for Discrimination Between Normal and Pathological Classes
Detecting Chaos in Financial Time Series
Spectral Properties and Synchronization in Coupled Map Lattices
Lyapunov Exponents As Indicators of the Stock Market Crashes
A Practical Method for Calculating Largest Lyapunov Exponents from Small Data Sets
Top View
A Lyapunov Exponent Approach for Identifying Chaotic
Fluctuations of Finite-Time Lyapunov Exponents in an Intermediate-Complexity Atmospheric Model
Fractal Analysis of Stock Exchange Indices in Turkey Introduction
Localized Lyapunov Exponents and the Prediction of Predictability
QUANTIFYING CHAOS in DYNAMICAL SYSTEMS with LYAPUNOV EXPONENTS 1. Introduction
Differentiable Generalized Synchronization of Chaos
Reconstructing Bifurcation Diagrams with Lyapunov Exponents from Only Time-Series Data Using an Extreme Learning Machine
Arxiv:1910.11988V1 [Math.DS]
Lyapunov Exponents for Random Dynamical Systems
A Nonlinear Dynamical Systems-Based Modeling Approach for Stochastic Simulation of Streamflow and Understanding Predictability
A Novel Intermittent Jumping Coupled Map Lattice Based on Multiple Chaotic Maps
Continuous Flows Versus Boolean Dynamics
Arxiv:1907.03602V3 [Quant-Ph] 12 Nov 2020 Etgtn Ag-Cl Oeetsrcue.Ti Spossi- Is This In- Structures
Chaos in a Double Pendulum Troy Shinbrot, Celso Grebogi, Jack Wisdom, James Yorke
When Lyapunov Exponents Fail to Exist
Algorithmic Complexity Measure and Lyapanov Matrices of the Dynamical Systems
Exploding the Dark Heart of Chaos Chris King March 2009 – Jul 2016 Mathematics Department University of Auckland
Local Gram-Schmidt and Covariant Lyapunov Vectors and Exponents
Exploding the Dark Heart of Chaos: Part I
An Introduction to Stable Chaos
Stability Assessment of Nonlinear Systems Using the Lyapunov Exponent
Determining the Spectrum of the Nonlinear Local Lyapunov Exponents in a Multidimensional Chaotic System
Determination of Chaos in Different Dynamical Systems Sherli Koshy-Chenthittayil Clemson University
Lyapunov Spectrum of Chaotic Maps with a Long-Range Coupling Mediated by a Diffusing Substance
Prediction Errors and Local Lyapunov Exponents
A Hierarchy of Coupled Maps Neil J
A Study of the Dynamics of a New Piecewise Smooth Map
The Lyapunov Dimension and Its Estimation Via the Leonov Method
Computing Lyapunov Exponents for Time-Delay Systems
Maximum Lyapunov Exponent Revisited: Long-Term Attractor Divergence of Gait Dynamics Is Highly Sensitive to the Noise Structure of Stride Intervals
Schmidt and Covariant Lyapunov Vectors and Exponents for Three Harmonic Oscillator Problems ⇑ Wm
Computation of Lyapunov Exponents: the Benettin Algorithm
Fractal-Based Techniques for Physiological Time Series: an Updated Approach (Ii) Iterative Nature
Fault Detection in Dynamic Systems Using the Largest Lyapunov Exponent
Calculation Lyapunov Exponents for Types of Local Bifurcation Abstract