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- In applied mathematics, Raviart–Thomas basis functions are vector basis functions used in finite element and boundary element methods. They are regularly used as basis functions when working in electromagnetics. They are sometimes called Rao-Wilton-Glisson basis functions. The space spanned by the Raviart–Thomas basis functions of order is the smallest polynomial space such that the divergence maps onto , the space of piecewise polynomials of order . (en)
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- 3698 (xsd:nonNegativeInteger)
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- In applied mathematics, Raviart–Thomas basis functions are vector basis functions used in finite element and boundary element methods. They are regularly used as basis functions when working in electromagnetics. They are sometimes called Rao-Wilton-Glisson basis functions. The space spanned by the Raviart–Thomas basis functions of order is the smallest polynomial space such that the divergence maps onto , the space of piecewise polynomials of order . (en)
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- Raviart–Thomas basis functions (en)
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