Alternating composition of 2p operators w_j(x) ∂_x^p yields const(p) times the Wronskian of the w_j, with const(p) expressed as a signed sum over late-growing permutations and computed explicitly for p up to 6.
On associative schlessinger–stasheff algebras and wronskian deter- minants
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The Alternating Compositions of Weighted Differential Operators Yield The Weights' Wronskian With Which Constant?
Alternating composition of 2p operators w_j(x) ∂_x^p yields const(p) times the Wronskian of the w_j, with const(p) expressed as a signed sum over late-growing permutations and computed explicitly for p up to 6.