activity
20022021
most citedPathwise inequalities for local time: Applications to Skorokhod embeddings and optimal stopping

39 citations · 116 across the 25 of their papers we have counts for

collaborators

31 papers

math.PR2021

A construction of the left-curtain coupling

David Hobson, Dominykas Norgilas

In a martingale optimal transport (MOT) problem mass distributed according to the law is transported to the law in such a way that the martingale property is respected. Bei…

math.PR2020

The potential of the shadow measure

Mathias Beiglböck, David Hobson, Dominykas Norgilas

It is well known that given two probability measures and on in convex order there exists a discrete-time martingale with these marginals. Several solutions are…

q-fin.MF2020

An elementary approach to the Merton problem

Martin Herdegen, David Hobson, Joseph Jerome

In this article we consider the infinite-horizon Merton investment-consumption problem in a constant-parameter Black - Scholes - Merton market for an agent with constant relative r…

math.PR2020

The shape of the value function under Poisson optimal stopping

David Hobson

In a classical problem for the stopping of a diffusion process , where the goal is to maximise the expected discounted value of a function of the stopped process…

math.PR2019★ 1 cited

Constrained Optimal Stopping, Liquidity and Effort

David Hobson, Matthew Zeng

In a classical optimal stopping problem in continuous time, the agent can choose any stopping time without constraint. Dupuis and Wang (Optimal stopping with random intervention ti…

math.PR2018

The left-curtain martingale coupling in the presence of atoms

David G. Hobson, Dominykas Norgilas

Beiglböck and Juillet ("On a problem of optimal transport under marginal martingale constraints") introduced the left-curtain martingale coupling of probability measures and $ν…