Pages that link to "Item:Q2371742"
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The following pages link to Inverse problems of chaotic dynamics and statistical analysis in providing information security in communication systems and networks (Q2371742):
Displaying 13 items.
- Security analysis of chaotic communication systems based on Volterra--Wiener--Korenberg model (Q813619) (← links)
- Research on applying physical chaos generator to spacecraft information security (Q1045402) (← links)
- New models and methods for estimating the cryptographic strength of information security systems (Q1699416) (← links)
- Extracting information masked by chaos and contaminated with noise: some considerations on the security of communication approaches using chaos. (Q1966388) (← links)
- A novel method to identify initial values of chaotic maps in cybersecurity (Q2003761) (← links)
- Secure information transfer based on computing reservoir (Q2283953) (← links)
- Inverse problems of chaotic dynamics and statistical analysis in providing information security in communication systems and networks (Q2371742) (← links)
- On the complexity of analysis of automata over a finite ring (Q2452751) (← links)
- Developing the concept of one-way functions for cryptographic security systems using achievements in chaotic dynamics (Q2458101) (← links)
- RADIAL BASIS FUNCTION NETWORKS AS CHAOTIC GENERATORS FOR SECURE COMMUNICATION SYSTEMS (Q4941635) (← links)
- Inversion of Linear Systems on the Basis of State Space Realization (Q5117058) (← links)
- (Q5146197) (← links)
- A SYSTEM INVERSION APPROACH TO CHAOS-BASED SECURE SPEECH COMMUNICATION (Q5474309) (← links)
