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 \(\{[\beta (t-\tau )]^{1/2}\}\) (Q2910633)
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scientific article; zbMATH DE number 6080990
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | 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 \(\{[\beta (t-\tau )]^{1/2}\}\) |
scientific article; zbMATH DE number 6080990 |
Statements
11 September 2012
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Volterra integral equations
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convolution kernels
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adaptive methods
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Huber method
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computational electrochemistry
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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 \(\{[\beta (t-\tau )]^{1/2}\}\) (English)
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