activity
20122021
most citedProbabilistic Monads, Domains and Classical Information

7 citations · 15 across the 5 of their papers we have counts for

collaborators

8 papers

cs.PL20214 cited

Quantum CPOs

Andre Kornell, Bert Lindenhovius, Michael Mislove

We introduce the monoidal closed category qCPO of quantum cpos, whose objects are "quantized" analogs of omega-complete partial orders (cpos). The category qCPO is enriched over th…

cs.LO2021

Commutative Monads for Probabilistic Programming Languages

Xiaodong Jia, Bert Lindenhovius, Michael Mislove +1

A long-standing open problem in the semantics of programming languages supporting probabilistic choice is to find a commutative monad for probability on the category DCPO. In this…

cs.LO20202 cited

Completing Simple Valuations in K-categories

Xiaodong Jia, Michael Mislove

We prove that Keimel and Lawson's K-completion Kc of the simple valuation monad Vs defines a monad Kc o Vs on each K-category A. We also characterize the Eilenberg-Moore algebras o…

math.LO2018

Domains and Stochastic Processes

Michael Mislove

Domain theory has a long history of applications in theoretical computer science and mathematics. In this article, we explore the relation of domain theory to probability theory an…

cs.LO2018

Enriching a Linear/Non-linear Lambda Calculus: A Programming Language for String Diagrams

Bert Lindenhovius, Michael Mislove, Vladimir Zamdzhiev

Linear/non-linear (LNL) models, as described by Benton, soundly model a LNL term calculus and LNL logic closely related to intuitionistic linear logic. Every such model induces a c…

math.FA2015

From Haar to Lebesgue via Domain Theory, Revised version

Will Brian, Michael Mislove

If denotes the Cantor set realized as the infinite product of two-point groups, then a folklore result says the Cantor map from in…