We consider in this paper the assembly of micronuclear genes in stichotrichous ciliates to their macronuclear form. We represent the micronuclear genes and all their intermediate forms from micro- to macro- as signed permutations, where integer i stands for the i-th MDS of the macronuclear gene and i stands for the inverted form of that MDS; the macronuclear assembled gene is represented as the sorted permutation 1 2 : : : n, while its micronuclear form is an arbitrary signed permutation. We focus on the elementary gene assembly model consisting of two operations on signed permutations: eh (elementary hairpin inverting) and ed (elementary double recombination); gene assembly is modeled in this framework as a permutation sorting process. The general problem we investigate is to give a characterization of all signed permutations that can be sorted by the elementary operations. We make progress towards a full solution for this problem by relating sequences of eh and ed operations applicable to a given permutation to paths in the dependency graph associated to that permutation.
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