A recent pseudospectral collocation is used to reduce a nonlinear delay differential equation to a system of ordinary differential equations. Standard methods are then applied to compute Lyapunov exponents. The validity of this simple approach is shown experimentally. Matlab codes are also included.
Pseudospectral reduction to compute Lyapunov exponents of delay differential equations
Dimitri Breda
;
2018-01-01
Abstract
A recent pseudospectral collocation is used to reduce a nonlinear delay differential equation to a system of ordinary differential equations. Standard methods are then applied to compute Lyapunov exponents. The validity of this simple approach is shown experimentally. Matlab codes are also included.File in questo prodotto:
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NLIG_LE_17.pdf
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2018_DCDS_breda_dellaschiava.pdf
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