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We study the regularity of finite energy solutions to degenerate n-harmonic equations. The function K(x), which measures the degeneracy, is assumed to be subexponentially integrable, i.e. it verifies the condition exp(P (K)) ∈ L 1 loc . The function P (t) is increasing on [0, ∞[ and satisfies the divergence condition Mathematics Subject Classification. 35B65, 31B05.doi:10.1051/cocv/2011164 fatcat:atmvamjamfdklpb2lxeiao4rui