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Abstract  We prove some necessary conditions for a link to be either concordant to a quasi‐positive link, quasi‐positive, positive or the closure of a positive braid. The main applications of our results are a characterisation of positive links with unlinking numbers 1 and 2, and a combinatorial criterion to test if a positive link is the closure of a positive braid. Finally, we compile a table of all positive and positive‐braid prime links with less than 8 crossings.

Slice‐torus link invariants, combinatorial invariants and positivity conditions