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Some remarks on a generalized vector product
unpublished
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In this paper we use a generalized vector product to construct an exterior form ∧ : (R n) k → R (n k) , where n k = n! (n−k)!k! , k ≤ n. Finally, for n = k − 1 we introduce the reversing operation to study this generalized vector product over palindromic and antipalindromic vectors.
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