Proves an upper bound of 2m + 6n - 3 on the number of independent invariants for m unit vectors and n symmetric tensors.
The Quarterly Journal of Mechanics and Applied Mathematics, 61 , 129 - 149 (2008)
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The number of independent invariants for m unit vectors and n symmetric second order tensors is 2m+ 6n-3
Proves an upper bound of 2m + 6n - 3 on the number of independent invariants for m unit vectors and n symmetric tensors.