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In this article, we introduce the adapted inverse iteration method togenerate bicomplex Julia sets associated to the polynomial map $w^2+c$. Theresult is based on a full characterization of bicomplex Julia sets as theboundary of a particular bicomplex cartesian set and the study of the fixedpoints of $w^2+c$. The inverse iteration method is used in particular togenerate and display in the usual 3-dimensional space bicomplex Julia sets thatare dendrites.

The Inverse Iteration Method for Julia Sets in the 3-Dimensional Space