Algorithm aversion is too often presented as though it were non-compensatory: A reply to Longoni et al. (2020)

We clarify two points made in our commentary (Pezzo & Beckstead, 2020, this issue) on papale primitivo di manduria a recent paper by Longoni, Bonezzi, and Morewedge (2019).In both Experiments 1 and 4 from their paper, it is not possible to determine whether accuracy can compensate for algorithm aversion.Experiments 3A-C, however, do show a strong e

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Balanced labellings of affine permutations

We study the $ extit{diagrams}$ of affine permutations and their $ extit{balanced}$ tess milne bikini labellings.As in the finite case, which was investigated by Fomin, Greene, Reiner, and Shimozono, the balanced labellings give a natural encoding of reduced decompositions of affine permutations.In fact, we show that the sum of weight monomials of

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