Pages that link to "Item:Q2727229"
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The following pages link to Using multiple attractor chaotic systems for communication (Q2727229):
Displaying 12 items.
- Controlling based method for modelling chaotic dynamical systems from time series (Q711929) (← links)
- Generation and suppression of a new hyperchaotic system with double hyperchaotic attractors (Q716037) (← links)
- Dealing with final state sensitivity for synchronous communication (Q1598534) (← links)
- The route to synchrony via drum head mode and mixed oscillatory state in star coupled Hindmarsh-Rose neural network (Q1754478) (← links)
- Effect of Rayleigh fading on non-coherent sequence synchronization for multi-user chaos based DS-CDMA (Q1957771) (← links)
- Analysis and control of multiple attractors in Sprott B system (Q2213619) (← links)
- A novel mathematical analysis for predicting master-slave synchronization for the simplest quadratic chaotic flow and Ueda chaotic system with application to communications (Q2492239) (← links)
- Multiple Hopf bifurcations, period-doubling reversals and coexisting attractors for a novel chaotic jerk system with Tchebytchev polynomials (Q2668270) (← links)
- Delay-coordinates embeddings as a data mining tool for denoising speech signals (Q3531695) (← links)
- Non-Smooth Bifurcation in Two Fractional-Order Memristive Circuits (Q5013801) (← links)
- Experimental separation of chaotic signals through synchronization (Q5503923) (← links)
- Complex Dynamics in a Memristive Diode Bridge-Based MLC Circuit: Coexisting Attractors and Double-Transient Chaos (Q5857888) (← links)