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This article deals with the solvability of the CR equation rw = (A0(θ) ☎ O(rα))w ☎ (B0(θ) ☎ O(rα)), where z = r eiθ and where A0, B0 are continuous and 2π-periodic. The solutions of this equation are shown to be similar to those of the model equation rw = A0(θ)w ☎ B0(θ). The solutions of the model equation are completely characterized by using dynamical systems and Fourier techniques.
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Abdelhamid Meziani (2003) studied this question.
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