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VOLUME 41 (1985) | ISSUE 2 | PAGE 77
Supersymmetry and anomalous dimensionalities of quasiparton operators in quantum chromodynamics
A class of quasiparton operators of arbitrary twist, which is closed with respect to the evolution equations, is introduced. For this class of operators, the evolution equations are Faddeev equations with a binary interaction. The role of the interaction is played by a matrix of anomalous dimensionalities of operators of twist 2. The subgroup of supersymmetry transformations is used to derive relations between the elements of the anomalous-dimensionality matrix in quantum chromodynamics.