On anisotropic invariants of <i>N</i> symmetric second-order tensors: crystal classes and quasi–crystal classes as subgroups of the cylindrical group <i>D</i> <sub> <i>h</i> </sub> (Q4262176)
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scientific article; zbMATH DE number 1334454
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On anisotropic invariants of <i>N</i> symmetric second-order tensors: crystal classes and quasi–crystal classes as subgroups of the cylindrical group <i>D</i> <sub> <i>h</i> </sub> |
scientific article; zbMATH DE number 1334454 |
Statements
On anisotropic invariants of <i>N</i> symmetric second-order tensors: crystal classes and quasi–crystal classes as subgroups of the cylindrical group <i>D</i> <sub> <i>h</i> </sub> (English)
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21 August 2000
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\(N\) symmetric second-order tensors
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anisotropic invariants
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crystal classes
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quasi-crystal classes
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cylindrical group
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irreducible functional
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0.94566464
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0.87368983
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0.86422837
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0.8507314
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0.8463702
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0.8455159
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