Tangential prolongation of surfaces in \(E_3\)-classification of parametric nets (Q2757064)
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scientific article; zbMATH DE number 1675762
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Tangential prolongation of surfaces in \(E_3\)-classification of parametric nets |
scientific article; zbMATH DE number 1675762 |
Statements
21 November 2001
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surface in \(E_3\)
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parametric net
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tangential prolongations of nets
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computer graphics
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0.85303354
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0.8517324
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0.8469554
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0.8433521
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0.8432877
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0.84265506
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Tangential prolongation of surfaces in \(E_3\)-classification of parametric nets (English)
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The paper is devoted to some applications of the classical differential geometry of surfaces in \(E_3\) in computer graphics. It contains a classification of parametric nets on surfaces by tangential prolongation of nets. This classification gives possibilities of the choice of a suitable parametrisation from the point of view of drawing of surfaces in computer graphics.
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