In this paper we present a recurrent relation for counting meaningful
compositions of the higher-order differential operations on the space $R^{n}$
(n=3,4,…) and extract the non-trivial compositions of order higher than two.
In this paper we present a recurrent relation for counting meaningful
compositions of the higher-order differential operations on the space $R^{n}$
(n=3,4,…) and extract the non-trivial compositions of order higher than two.


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