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Embedding simply connected 2-complexes in 3-space -- II. Rotation systems
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We prove that 2-dimensional simplicial complexes whose first homology group is trivial have topological embeddings in 3-space if and only if there are embeddings of their link graphs in the plane that are compatible at the edges and they are simply connected.
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Monotone Clustered Level Planarity
mCLP is NP-complete even on constant-size-tree forests with bounded levels or clusters, and FPT when parameterized by vertex cover number plus number of clusters.
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