activity
20072020
most citedPathwise inequalities for local time: Applications to Skorokhod embeddings and optimal stopping

39 citations · 110 across the 7 of their papers we have counts for

collaborators

10 papers

math.PR2020★ 8 cited

Local times and Tanaka--Meyer formulae for càdlàg paths

Rafał M. Łochowski, Jan Obłój, David J. Prömel +1

Three concepts of local times for deterministic c{à}dl{à}g paths are developed and the corresponding pathwise Tanaka--Meyer formulae are provided. For semimartingales, it is shown…

math.PR2017★ 6 cited

Dual attainment for the martingale transport problem

Mathias Beiglboeck, Tongseok Lim, Jan Obłój

We investigate existence of dual optimizers in one-dimensional martingale optimal transport problems. While [BNT16] established such existence for weak (quasi-sure) duality, [BHP13…

math.PR2017★ 2 cited

Two explicit Skorokhod embeddings for simple symmetric random walk

Xuedong He, Sang Hu, Jan Obłój +1

Motivated by problems in behavioural finance, we provide two explicit constructions of a randomized stopping time which embeds a given centered distribution on integers into a…

math.PR2017★ 17 cited

Structure of martingale transports in finite dimensions

Jan Obłój, Pietro Siorpaes

We study the structure of martingale transports in finite dimensions. We consider the family of martingale measures on with g…

q-fin.MF2016

Robust framework for quantifying the value of information in pricing and hedging

Anna Aksamit, Zhaoxu Hou, Jan Obłój

We investigate asymmetry of information in the context of robust approach to pricing and hedging of financial derivatives. We consider two agents, one who only observes the stock p…

math.PR2015

Pathwise Stochastic Calculus with Local Times

Mark Davis, Jan Obłój, Pietro Siorpaes

We study a notion of local time for a continuous path, defined as a limit of suitable discrete quantities along a general sequence of partitions of the time interval. Our approach…