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Numerical continuation of branch points of equilibria and periodic orbits

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Please use this url to cite or link to this publication:

MLA
DOEDEL, E., et al. “Numerical Continuation of Branch Points of Equilibria and Periodic Orbits.” Modeling and Computations in Dynamical Systems, World Scientific, 2006, pp. 145–64.
APA
DOEDEL, E., Govaerts, W., KUZNETSOV, Y., & DHOOGE, A. (2006). Numerical continuation of branch points of equilibria and periodic orbits. In Modeling and Computations in Dynamical Systems (pp. 145–164). World Scientific.
Chicago author-date
DOEDEL, E, Willy Govaerts, Y KUZNETSOV, and A DHOOGE. 2006. “Numerical Continuation of Branch Points of Equilibria and Periodic Orbits.” In Modeling and Computations in Dynamical Systems, 145–64. World Scientific.
Chicago author-date (all authors)
DOEDEL, E, Willy Govaerts, Y KUZNETSOV, and A DHOOGE. 2006. “Numerical Continuation of Branch Points of Equilibria and Periodic Orbits.” In Modeling and Computations in Dynamical Systems, 145–164. World Scientific.
Vancouver
1.
DOEDEL E, Govaerts W, KUZNETSOV Y, DHOOGE A. Numerical continuation of branch points of equilibria and periodic orbits. In: Modeling and Computations in Dynamical Systems. World Scientific; 2006. p. 145–64.
IEEE
[1]
E. DOEDEL, W. Govaerts, Y. KUZNETSOV, and A. DHOOGE, “Numerical continuation of branch points of equilibria and periodic orbits,” in Modeling and Computations in Dynamical Systems, World Scientific, 2006, pp. 145–164.
@incollection{354213,
  author       = {{DOEDEL, E and Govaerts, Willy and KUZNETSOV, Y and DHOOGE, A}},
  booktitle    = {{Modeling and Computations in Dynamical Systems}},
  isbn         = {{981-256-596-5}},
  language     = {{und}},
  pages        = {{145--164}},
  publisher    = {{World Scientific}},
  title        = {{Numerical continuation of branch points of equilibria and periodic orbits}},
  year         = {{2006}},
}