For a vector space V let V^v be its dual.
Then let Grad^k(V^v) be the subspace of graded symmetric tensors.What this means?
Similarly for graded antisymmetric tensors.
Thanks!
For a vector space V let V^v be its dual.
Then let Grad^k(V^v) be the subspace of graded symmetric tensors.What this means?
Similarly for graded antisymmetric tensors.
Thanks!
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