Some remarks on tensor differentiation |
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Authors: | B L Foster |
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Institution: | (1) Seattle, U.S.A. |
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Abstract: | Summary The Jacobian of classical tensor analysis is generalized to a transformation operator containing second derivatives. This
operator and the Jacobian may be used to formulate a second order tensor calculus. In this calculus, a simple contraction
scheme includes as special cases Lie differentiation, the Lie bracket, covariant differentiation, and differentiation with
respect to the tensor connections of Bompiani.
To Enrico Bompiani on his scientific Jubilee |
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Keywords: | |
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