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We present some results on (co)limits of diagrams in $\infty$-categories, aswell as those in $(n, 1)$-categories. In particular, we deduce a way to reshapecolimit diagrams into simplicial ones, and a characterisations of$n$-cofinality for functor between $\infty$-categories. Some basics on$n$-siftedness are also briefly treated.

Reshaping limit diagrams and cofinality in higher category theory