Pages that link to "Item:Q956692"
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The following pages link to An adaptive Huber method with local error control, for the numerical solution of the first kind Abel integral equations (Q956692):
Displaying 11 items.
- Automatic simulation of electrochemical transients by the adaptive Huber method for Volterra integral equations involving kernel terms \(\exp[ -\alpha (t - \tau )]\text{erex} \{[\beta (t - \tau )]^{1/2}\}\) and \(\exp[ - \alpha (t - \tau )]\text{daw} \{[\ (Q592069) (← links)
- An adaptive Huber method for non-linear systems of weakly singular second kind Volterra integral equations (Q628926) (← links)
- Adaptive Huber scheme for weakly singular fractional integro-differential equations (Q778854) (← links)
- Initialisation of the adaptive Huber method for solving the first kind Abel integral equation (Q836939) (← links)
- A fully discrete Galerkin method for Abel-type integral equations (Q1633016) (← links)
- Approximate solution of some nonlinear classes of Abel integral equations using hybrid expansion (Q2227654) (← links)
- Numerical solution of nonlinear weakly singular Volterra integral equations of the first kind: an \textit{hp}-version collocation approach (Q2227733) (← links)
- An adaptive Huber method for weakly singular second kind Volterra integral equations with non-linear dependencies between unknowns and their integrals (Q2380806) (← links)
- High accuracy combination algorithm and a posteriori error estimation for solving the first kind Abel integral equations (Q2507838) (← links)
- An adaptive Huber method for nonlinear systems of Volterra integral equations with weakly singular kernels and solutions (Q2628369) (← links)
- Extension of the adaptive Huber method for Volterra integral equations arising in electroanalytical chemistry, to convolution kernels exp [-\(\alpha (t- \tau )]\) erex \(\{[\beta (t-\tau )]^{1/2}\}\) and exp\([ - \alpha (t-\tau )]\) daw \(\{[\beta (t-\tau (Q2910633) (← links)
