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        Nonredundant Representation of Ancestral Recombinations Graphs

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        The network structure that captures the common evolutionary history of a diploid population has been termed an ancestral recombinations graph. When the structure is a tree the number of internal nodes is usually  $$ \mathcal{O}(K) $$ where K is the number of samples. However, when the structure is not a tree, this number has been observed to be very large. We explore the possible redundancies in this structure. This has implications both in simulations and in reconstructability studies.
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