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- W1665234013 abstract "In a Minkowski space V , consideration is given to the tensor-valued isotropic functions of an arbitrary number of tensors of which one is a time-like vector Uα and another is a symmetric tensor A αβ , such that  αβ , its space-space part orthogonal to U α , has distinct eigenvalues. Representations are given for these functions in terms of an orthonormal basis of eigenvectors U A α of  αβ ( A =0,1,2,3). The relationship between the total and the partial derivative of these function with respect to the independent components of U A α is also obtained in covariant form." @default.
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- W1665234013 date "1990-12-01" @default.
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- W1665234013 title "Representation theorems with variables in an intrinsic form" @default.
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