activity
20202026
most citedRough volatility, path-dependent PDEs and weak rates of convergence

6 citations · 7 across the 10 of their papers we have counts for

collaborators

11 papers

math.OC2026

Mean-field model for pollution abatement via cap and trade mechanism

Ofelia Bonesini, Giacomo Lanaro

We consider a mean-field model of competitive firms operating under an AK production technology, where output is proportional to capital and production generates emissions. In this…

q-fin.MF2024

Rough differential equations for volatility

Ofelia Bonesini, Emilio Ferrucci, Ioannis Gasteratos +1

We introduce a canonical way of performing the joint lift of a Brownian motion and a low-regularity adapted stochastic rough path , extending [Diehl, Oberhauser and…

math.OC2024

Continuous-time persuasion by filtering

René Aïd, Ofelia Bonesini, Giorgia Callegaro +1

We frame dynamic persuasion in a partial observation stochastic control Leader-Follower game with an ergodic criterion. The Receiver controls the dynamics of a multidimensional uno…

q-fin.MF2024

Risk premium and rough volatility

Ofelia Bonesini, Antoine Jacquier, Aitor Muguruza

One the one hand, rough volatility has been shown to provide a consistent framework to capture the properties of stock price dynamics both under the historical measure and for pric…

math.PR2023

PDE for : a rough volatility context

Ofelia Bonesini, Antoine Jacquier

Recent mathematical advances in the context of rough volatility have highlighted interesting and intricate connections between path-dependent partial differential equations and bac…

q-fin.MF2023

Efficient simulation of a new class of Volterra-type SDEs

Ofelia Bonesini, Giorgia Callegaro, Martino Grasselli +1

We propose a new theoretical framework that exploits convolution kernels to transform a Volterra-type path-dependent (non-Markovian) stochastic process into a standard (Markovian)…

math.PR2023★ 6 cited

Rough volatility, path-dependent PDEs and weak rates of convergence

Ofelia Bonesini, Antoine Jacquier, Alexandre Pannier

In the setting of stochastic Volterra equations, and in particular rough volatility models, we show that conditional expectations are the unique classical solutions to path-depende…

math.OC2022★ 1 cited

Correlated equilibria for mean field games with progressive strategies

Ofelia Bonesini, Luciano Campi, Markus Fischer

In a discrete space and time framework, we study the mean field game limit for a class of symmetric -player games based on the notion of correlated equilibrium. We give a defini…

math.OC2021

A McKean-Vlasov game of commodity production, consumption and trading

René Aïd, Ofelia Bonesini, Giorgia Callegaro +1

We propose a model where a producer and a consumer can affect the price dynamics of some commodity controlling drift and volatility of, respectively, the production rate and the co…

q-fin.PR2021

Functional quantization of rough volatility and applications to volatility derivatives

Ofelia Bonesini, Giorgia Callegaro, Antoine Jacquier

We develop a product functional quantization of rough volatility. Since the quantizers can be computed offline, this new technique, built on the insightful works by Luschgy and Pag…

q-fin.PR2020

A theoretical analysis of Guyon's toy volatility model

Ofelia Bonesini, Antoine Jacquier, Chloe Lacombe

We provide a thorough analysis of the path-dependent volatility model introduced by Guyon \cite{G17}, proving existence and uniqueness of a strong solution, characterising its beha…