The monad of probability measures over compact ordered spaces and its Eilenberg–Moore algebras

Type: Article

Publication Date: 2008-07-25

Citations: 22

DOI: https://doi.org/10.1016/j.topol.2008.07.002

Locations

  • Topology and its Applications - View

Similar Works

Action Title Year Authors
+ Eilenberg–Moore algebras for stochastic relations 2006 Ernst–Erich Doberkat
+ PDF Chat Monads and Quantitative Equational Theories for Nondeterminism and Probability 2020 Matteo Mio
Valeria Vignudelli
+ Monads and Quantitative Equational Theories for Nondeterminism and Probability 2020 Matteo Mio
Valeria Vignudelli
+ PDF Chat Probability measure monad on the category of ultrametric spaces 2008 Oleksandra Hubal
Mykhailo Zarichnyi
+ PDF Chat The monad induced by the hom‐functor in the category of topological spaces and its associated Eilenberg‐Moore algebras 2002 Koena Rufus Nailana
+ PDF Chat From Kleisli Categories to Commutative C *-Algebras: Probabilistic Gelfand Duality 2013 Robert Furber
Bart Jacobs
+ PDF Chat From Kleisli Categories to Commutative C*-algebras: Probabilistic Gelfand Duality 2015 Robert Furber
B.P.F. Jacobs
+ Algebras of the extended probabilistic powerdomain monad 2019 Jean Goubault-Larrecq
Xiaodong Jia
+ Probability monads as codensity monads 2021 Ruben Van Belle
+ Stochastic order on metric spaces and the ordered Kantorovich monad 2020 T. A. Fritz
Paolo Perrone
+ Probability monads as codensity monads. 2021 Ruben Van Belle
+ PDF Chat On Monadic Vector-Valued Integration 2024 Benedikt Peterseim
+ PDF Chat How the convex space-metric space compatability conditions determines Giry algebras on Polish spaces 2024 Kirk Sturtz
+ PDF Chat Weak Distributive Laws between Monads of Continuous Valuations and of Non-Deterministic Choice 2024 Jean Goubault-Larrecq
+ PDF Chat A note on the algebraic representation of coframes via the Scott closed set monad over the category of S0-convex spaces 2023 Changchun Xia
+ PDF Chat Codensity and the Giry monad 2015 Tom Avery
+ A Probability Monad as the Colimit of Spaces of Finite Samples 2017 T. A. Fritz
Paolo Perrone
+ A Probability Monad as the Colimit of Spaces of Finite Samples 2017 T. A. Fritz
Paolo Perrone
+ A Probability Monad as the Colimit of Spaces of Finite Samples 2017 T. A. Fritz
Paolo Perrone
+ Probability Measure Monad on the Category of Fuzzy Ultrametric Spaces (pp. 114-121) 2011 A. Savchenko
Mykhailo Zarichnyi