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Cyber-Physical Systems Virtual Organization

Read-only archive of site from September 29, 2023.

CPS-VO

dynamical chaos

biblio

Visible to the public 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

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