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Cyber-Physical Systems Virtual Organization
Read-only archive of site from September 29, 2023.
CPS-VO
Rössler system
biblio
Novel normalization technique for chaotic Pseudo-random number generators based on semi-implicit ODE solvers
Submitted by grigby1 on Wed, 12/27/2017 - 1:08pm
Resiliency
normalization technique
numerical integration
numerical simulation
numerical solution
probability
pseudo-random number generator
pseudorandom binary sequence generator
pubcrawl
random number generation
Random sequences
normalization factor
Rössler attractors
Rössler system
semi-implicit ODE solver
semiimplicit ODE solvers
semiimplicit symmetric composition D-method
state variables values
statistical testing
Thomas attractor
Thomas attractors
correlation analysis methods
chaotic communication
chaotic cryptography
chaotic differential equations
chaotic ODEs
chaotic pseudorandom number generators
chaotic system
composability
Correlation
Correlation analysis
chaos
differential equations
dynamical chaos
generation process
generator architecture
Generators
Metrics
NIST
NIST statistical test suite
nonlinear control systems
