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- W2033431372 abstract "For parameter-dependent nonlinear equations in $R^n $, a new augmentation method for computing submanifolds of foldpoints is presented. The underlying theory is based on a characterization, developed earlier, of foldpoints on solution manifolds of parameterized equations. The method allows for a locally convergent iterative computation of foldpoints of a certain class, for a continuation along paths of such foldpoints, and for a computation of simplicial approximations of higher-dimensional submanifolds of foldpoints of the same type." @default.
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- W2033431372 title "On the Computation of Manifolds of Foldpoints for Parameter-Dependent Problems" @default.
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- W2033431372 doi "https://doi.org/10.1137/0727026" @default.
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