Pages that link to "Item:Q2127034"
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The following pages link to Counteracting dynamical degradation of a class of digital chaotic systems via unscented Kalman filter and perturbation (Q2127034):
Displaying 12 items.
- A universal method for constructing non-degenerate hyperchaotic systems with any desired number of positive Lyapunov exponents (Q2112907) (← links)
- Counteracting the dynamical degradation of digital chaos via hybrid control (Q2299831) (← links)
- Bit cyclic shift method to reinforce digital chaotic maps and its application in pseudorandom number generator (Q2668352) (← links)
- Counteracting Dynamical Degradation of Digital Chaotic Chebyshev Map via Perturbation (Q2985989) (← links)
- An analogue–digital mixed method for solving the dynamical degradation of digital chaotic systems (Q3465812) (← links)
- Constructing Strong S-Box by 2D Chaotic Map with Application to Irreversible Parallel Key Expansion (Q5040468) (← links)
- Constructing a 3D Exponential Hyperchaotic Map with Application to PRNG (Q5090074) (← links)
- Cryptanalyzing a Feistel Chaotic Block Cryptosystem Based on Correlation Power Analysis (Q5094763) (← links)
- Counteracting the Dynamical Degradation of Digital Chaos by Applying Stochastic Jump of Chaotic Orbits (Q5229122) (← links)
- Semiconductor superlattice physical unclonable function based two-dimensional compressive sensing cryptosystem and its application to image encryption (Q6150439) (← links)
- A highly secure stream cipher based on analog-digital hybrid chaotic system (Q6154780) (← links)
- Revealing the correlation between Lyapunov exponent and modulus of an \(n\)-dimensional nondegenerate hyperchaotic map (Q6608841) (← links)
