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Existence and Exponential Stability of Almost PeriodicSolutions for Cellular Neural Networks without Global Lipschitz Conditions

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참고문헌 (13)

  1. "Nonnegative Matrices in the Mathematical Science" (1979), Academic Press
  2. "Global exponential stability and periodic solutions of delayed cellular neuralnetworks", 60(1), pp.38~46 (2000)
  3. "New results concerning exponential stability and periodic solutions of delayedcellular neural networks", A307(2-3), pp.136~147 (2003)
  4. "Existence and attractivity of almost periodic solutions for cellularneural networks with distributed delays and variable coecients", 134(1), pp.125~140 (2003)
  5. "Existence and attractivity of almost periodic solutions ofHopeld neural networks", 21(4), pp.505~511 (2001)
  6. "Existence and stability of periodic solutions forHopeld neural network equations with periodic input", 49(4), pp.471~479 (2002)
  7. "Lecture Notes in Mathematics" (1974), Springer-Verlag
  8. "Introduction to functional-dierential equations" (1993), Springer-Verlag
  9. "Almost periodic solution of shunting inhibitory cellular neuralnetworks with time-varying delay", A314(3), pp.222~231 (2003)
  10. "Global exponential stability and periodic solutions ofrecurrent neural networks with delays", A298(5-6), pp.393~404 (2002)
  11. "Existence and exponential stability of almost periodic solutions forcellular neural networks with time-varying delays", AA341, pp.135~144 (2005)
  12. "Existence and exponential stability of almost periodic solutions for Hopeldneural networks with delays", 68, pp.196~207 (2005)
  13. "Existence and global exponential stability ofalmost periodic solutions of BAM neural networks with continuously distributed delays", A319(3-4), pp.305~316 (2003)

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