A lower bound for the dimension of trivariate spline spaces (Q816976)
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scientific article; zbMATH DE number 5009603
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A lower bound for the dimension of trivariate spline spaces |
scientific article; zbMATH DE number 5009603 |
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A lower bound for the dimension of trivariate spline spaces (English)
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2 March 2006
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The theme of this article is the dimension of spline spaces. For many cases, especially in two dimension, a variety of bounds (upper and lower) to the dimension of spline spaces over triangulations have been found. In this paper, the three-dimensional case is addressed, and there is a lower bound for the sought dimension for arbitrary tetrahedral partitions. Some special (local) dimension problems are studied too.
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multivariate splines
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splines
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dimension
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conformality conditions
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0.97076994
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0.9526491
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0.94300544
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0.93651366
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0.9266951
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0.9261942
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0.91783345
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