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Escrows are optics

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arxiv 2105.10028 v3 pith:MXQSFUZO submitted 2021-05-20 math.CT

classification math.CT
keywords categoryescrowsopticstheyaction-likeagentsbasebuyer
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We provide a categorical interpretation for escrows, i.e. trading protocols in trustless environment, where the exchange between two agents is mediated by a third party where the buyer locks the money until they receive the goods they want from the seller. A simplified escrow system can be modeled as a certain kind of morphism in the category of optics on a monoidal category. When objects in the base category have monoid and comonoid structures, more involved kinds of escrows `with intermediaries' can be modelled as morphisms with action-like properties.

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Cited by 1 Pith paper

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  1. Polycategorical Constructions for Unitary Supermaps of Arbitrary Dimension

    quant-ph 2022-07 unverdicted novelty 7.0 of 10

    Defines polyslot pslot[C] and srep[C] constructions on symmetric monoidal categories that reconstruct unitary supermaps and forbid time-loops in composition, with equivalence shown on path-contraction groupoids.

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