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Darboux transformations for differential operators on the superline
Published 19 May 2015 in math-ph, math.CA, math.DG, math.DS, and math.MP | (1505.05194v1)
Abstract: We give a full description of Darboux transformations of any order for arbitrary (nondegenerate) differential operators on the superline. We show that every Darboux transformation of such operators factorizes into elementary Darboux transformations of order one. Similar statement holds for operators on the ordinary line.
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