The following pages link to A three-scroll chaotic attractor (Q552559):
Displaying 34 items.
- A Novel Double Convection Chaotic System, Its Analysis, Adaptive Control and Synchronization (Q2975871) (← links)
- A Seven-Term Novel 3-D Jerk Chaotic System with Two Quadratic Nonlinearities and Its Adaptive Backstepping Control (Q2975872) (← links)
- Comparative Analysis of Different Nature Inspired Optimization Algorithms for Estimation of 3D Chaotic Systems (Q2975885) (← links)
- Nonlinear Observer Design for Chaotic Systems (Q2977659) (← links)
- Output Regulation of Vaidyanathan 3-D Jerk Chaotic System (Q2977661) (← links)
- Generalized Projective Synchronization of Vaidyanathan Chaotic System via Active and Adaptive Control (Q2977663) (← links)
- Adaptive Control and Synchronization of Chlouverakis–Sprott Hyperjerk System via Backstepping Control (Q2977664) (← links)
- Active Controller Design for the Output Regulation of Vaidyanathan Hyperjerk System (Q2977667) (← links)
- Analysis, Control and Synchronization of a Novel Highly Chaotic System with Three Quadratic Nonlinearities (Q2977668) (← links)
- A No-Equilibrium Novel 4-D Highly Hyperchaotic System with Four Quadratic Nonlinearities and Its Adaptive Control (Q2977669) (← links)
- Analysis of linear and adaptive feedback synchronization in a new unified chaotic system (Q3057025) (← links)
- INFLUENCES ON OTTO E. RÖSSLER'S EARLIEST PAPER ON CHAOS (Q3086272) (← links)
- HOMOCLINIC AND HETEROCLINIC ORBITS AND BIFURCATIONS OF A NEW LORENZ-TYPE SYSTEM (Q3165858) (← links)
- 2 × 2-SCROLL ATTRACTORS GENERATED IN A THREE-DIMENSIONAL SMOOTH AUTONOMOUS SYSTEM (Q3533721) (← links)
- Periodic Orbits Bifurcating from a Nonisolated Zero–Hopf Equilibrium of Three-Dimensional Differential Systems Revisited (Q4566432) (← links)
- Generating a Double-Scroll Attractor by Connecting a Pair of Mutual Mirror-Image Attractors via Planar Switching Control (Q4601762) (← links)
- An Eight-Term 3-D Novel Chaotic System with Three Quadratic Nonlinearities, Its Adaptive Feedback Control and Synchronization (Q4622779) (← links)
- Hyperchaos and Adaptive Control of a Novel Hyperchaotic System with Two Quadratic Nonlinearities (Q4622781) (← links)
- Adaptive Control of a Novel Nonlinear Double Convection Chaotic System (Q4623506) (← links)
- On the formulation of Adams-Bashforth scheme with Atangana-Baleanu-Caputo fractional derivative to model chaotic problems (Q4627637) (← links)
- Can the original equations of a dynamical system be retrieved from observational time series? (Q4627656) (← links)
- NEW 3D-SCROLL ATTRACTORS IN HYPERCHAOTIC CHUA'S CIRCUITS FORMING A RING (Q4655512) (← links)
- A NEW CHAOTIC SYSTEM AND BEYOND: THE GENERALIZED LORENZ-LIKE SYSTEM (Q4655637) (← links)
- CAN A THREE-DIMENSIONAL SMOOTH AUTONOMOUS QUADRATIC CHAOTIC SYSTEM GENERATE A SINGLE FOUR-SCROLL ATTRACTOR? (Q4668995) (← links)
- A Simple Method for Generating Mirror Symmetry Composite Multiscroll Chaotic Attractors (Q4971047) (← links)
- Analysis, adaptive control and synchronization of a novel 4-D hyperchaotic hyperjerk system and its SPICE implementation (Q4971614) (← links)
- Analysis and adaptive control of a novel 3-D conservative no-equilibrium chaotic system (Q4971629) (← links)
- A novel 3-D jerk chaotic system with three quadratic nonlinearities and its adaptive control (Q4971649) (← links)
- Analysis, Adaptive Control and Synchronization of a Novel 4-D Hyperchaotic Hyperjerk System via Backstepping Control Method (Q4971671) (← links)
- Hyperchaos, adaptive control and synchronization of a novel 4-D hyperchaotic system with two quadratic nonlinearities (Q4971681) (← links)
- Topological characterization of toroidal chaos: A branched manifold for the Deng toroidal attractor (Q4983668) (← links)
- Chaos: From theory to applications for the 80th birthday of Otto E. Rössler (Q5000836) (← links)
- Yet another 3D quadratic autonomous system generating three-wing and four-wing chaotic attractors (Q5251401) (← links)
- Singularly degenerate heteroclinic cycles with nearby apple-shape attractors (Q6537606) (← links)
