| http://www.w3.org/ns/prov#value | - Every discrete countable Lawvere V-theory induces a V-enriched monad, equivalently a strong monad, on V. We show that discrete countable Lawvere V-theories allow us to model all the leading examples of computational effects other than continuations, and that they are closed under constructions of sum, tensor and distributive tensor, which are the fundamental ways in which one combines such effects
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