Papers › Limits and colimits of synthetic ∞-categories
Limits and colimits of synthetic ∞-categories
César Bardomiano Martínez
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We develop the theory of limits and colimits in ∞-categories within the synthetic framework of simplicial Homotopy Type Theory developed by Riehl and Shulman. We also show that in this setting, the limit of a family of spaces can be computed as a dependent product.
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