Abstract
This paper generalizes the quantum-field approach in the theory of developed isotropic turbulence to magnetohydrodynamics. The field formulation and proof of renormalizability are examined. Renormalization-group equations are presented. The calculation in lowest order in 'g' is presented and dimension 3 is discussed. The authors examine the gyrotropic fluid, in particular, the possibility of generalizing the renormalization group technique to the case of a three-dimensional gyrotropic fluid.
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