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title:(An AND iterative AND method AND for AND the AND canard AND explosion AND in AND general AND planar AND systems)

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1 Preprint article

An iterative method for the canard explosion in general planar systems

are also observed in systems where no such parameter is present. Here we show how the iterative method of Roussel and Fraser, devised to construct regular slow manifolds, can be used to determine a canard point in a general planar system of nonlinear ODEs. We demonstrate the method on the van der Pol

Year: 2012

Language: Undetermined

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2 Conference paper

An iterative method for the canard explosion in general planar systems

Brøns, Morten

Proceedings of the the 9th Aims Conference on Dynamical Systems, Differential Equations and Applications — 2012

are also observed in systems where no such parameter is present. Here we show how the iterative method of Roussel and Fraser, devised to construct regular slow manifolds, can be used to determine a canard point in a general planar system of nonlinear ODEs. We demonstrate the method on the van der Pol

Year: 2012

Language: English

dkf cemghoaj p blin
3 Conference paper

An iterative method for the canard explosion in general planar systems

Brøns, Morten

Proceedings of the 9th Aims International Conference — 2013, pp. 77-83

are also observed in systems where no such parameter can obviously be identied. Here we show how the iterative method of Roussel and Fraser, devised to construct regular slow manifolds, can be used to determine a canard point in a general planar system of nonlinear ODEs. We demonstrate the method

Year: 2013

Language: English

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