activity
20072024
most citedDam Rain and Cumulative Gain

57 citations · 96 across the 22 of their papers we have counts for

collaborators

31 papers

math.PR2024

Information-Based Martingale Optimal Transport

Georges Kassis, Andrea Macrina

Randomised arcade processes are a class of continuous stochastic processes that interpolate in a strong sense, i.e., omega by omega, between any given ordered set of random variabl…

math.PR2023★ 1 cited

Arcade Processes for Informed Martingale Interpolation

Georges Kassis, Andrea Macrina

Arcade processes are a class of continuous stochastic processes that interpolate in a strong sense, i.e., omega by omega, between zeros at fixed pre-specified times. Their additive…

q-fin.RM2022★ 1 cited

Transparency principle for carbon emissions drives sustainable finance

Chris Kenyon, Mourad Berrahoui, Andrea Macrina

Alignment of financial market incentives and carbon emissions disincentives is key to limiting global warming. Regulators and standards bodies have made a start by requiring some c…

q-fin.RM2021

Stochastic measure distortions induced by quantile processes for risk quantification and valuation

Holly Brannelly, Andrea Macrina, Gareth W. Peters

We develop a novel stochastic valuation and premium calculation principle based on probability measure distortions that are induced by quantile processes in continuous time. Necess…

q-fin.GN2021

Sustainability Manifesto for Financial Products: Carbon Equivalence Principle

Chris Kenyon, Mourad Berrahoui, Andrea Macrina

Sustainability is a key point for financial markets and the label "Green" is an attempt to address this. Acquisition of the label "Green" for financial products carries potential b…

math.PR2021

Captive Jump Processes

Andrea Macrina, Levent A. Mengütürk, Murat C. Mengütürk

We explicitly construct so-called captive jump processes. These are stochastic processes in continuous time, whose dynamics are confined by a time-inhomogeneous bounded domain. The…