On a theoretical justification of the choice of epsilon-inflation in PASCAL-XSC (Q1375604)
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scientific article; zbMATH DE number 1100828
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On a theoretical justification of the choice of epsilon-inflation in PASCAL-XSC |
scientific article; zbMATH DE number 1100828 |
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On a theoretical justification of the choice of epsilon-inflation in PASCAL-XSC (English)
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2 April 1998
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The authors show that the so-called epsilon-inflation of an interval \([x^-,x^+]\) given by the formula \[ [x^-,x^+]_{\varepsilon}=[(1+\varepsilon)x^--\varepsilon x^+,(1+\varepsilon)x^+-\varepsilon x^-], \] which was implemented in PASCAL-XSC, is invariant with respect to some transformations and is in certain sense optimal.
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PASCAL-XSC
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inflation parameter
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interval arithmetic
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epsilon-inflation
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