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Dynamical Systems with Applications Using MATLAB(R) [Paperback]

Stephen Lynch
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behavior  bifurcation  case  chaos  chaotic  chapter  circuit  conditions  consider  constant  control  critical  curve  cycles  determine  diagram  differential  eigenvalues  eigenvectors  end  equations  example  exercises  field  figure  first  fixed  flow  following  form  fractal  function  given  gives  hence  ii  initial  input  iterative  limit  line  linear  lyapunov  manifolds  map  matlab  matrix  may  method  model  network  new  nonlinear  note  now  number  origin  parameter  period  periodic  phase  plane  plot  point  population  portrait  possible  program  region  results  section  see  set  show  shown  simple  since  small  solution  species  stability  stable  stage  suppose  system  terms  theorem  therefore  three  thus  time  trajectories  two  unstable  use  used  values  vector  x2  xo 
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