10 citations · 11 across the 4 of their papers we have counts for
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math.FA2018
Transfunctions and their connections to Plans, Markov Operators and Optimal Transport
Jason Bentley, Piotr Mikusiński
A transfunction is a function which maps between sets of finite measures on measurable spaces. In this paper we characterize transfunctions that correspond to Markov operators and…
math.FA2018★ 1 cited
Construction of Regular Non-Atomic Strictly-Positive Measures in Second-Countable Non-Atomic Locally Compact Hausdorff Spaces
Jason Bentley
This paper presents a constructive proof of the existence of a regular non-atomic strictly-positive measure on any second-countable non-atomic locally compact Hausdorff space. This…
math.FA2018
Localized Transfunctions
Jason Bentley, Piotr Mikusiński
A transfunction is a function which maps between sets of finite measures on measurable spaces. Push-forward operators form one important class of examples of transfunctions and are…