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Original Articles

Singular perturbations for a system with nonlinear feedback

Pages 219-228 | Received 12 Nov 1993, Published online: 19 Mar 2007

References

  • Comstock , C. and Hsiao , G. C. 1976 . Singular perturbations for difference equations, Rocky Mountain . J. of Math , 6 ( 4 ) : 561 – 567 .
  • Eisenfeld , J. 1973 . Representations of solutions of abstract second order differential equations with applications to stiff equations and singular perturbations . J. Funct. Anal, and Appl , 44 ( 4 ) : 447 – 463 .
  • Ortega , J. M. and Rheinboldt , W. C. 1970 . “ Iterative Solution of Nonlinear in Several Variables ” . New York : Academic Press .
  • Chi-Kuang , Wu . 1989 . Asymptotic Solution for Singular Perturbation Problems of Difference Equations . Appl. Math. Meek , 10 ( 12 )
  • Jodar , L. and Morera , J. L. 1990 . Singular Perturbations for Coupled Second Order Boundary Value Difference Systems . Intern. J. Computer Math , 35 ( 12 ) : 185 – 193 .
  • Jodar , L. and Molera , J. L. 1990 . Singular Perturbations for Systems of Difference Equations . Appl. Math. Lett , 3 ( 2 ) : 51 – 54 .
  • Guckenheimer , J. and Holms , P. J. 1983 . “ Nonlinear oscillations, dynamical systems, and bifurcations of vector fields ” . New York-Heidelberg, Berlin : Springer-Verlag .
  • Lasalle , J. P. 1986 . “ Stability and control of discete processes ” . New York, Heidelberg, Berlin : Springer-Verlag .

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