International audienceAn elementary arbitrage principle and the existence of trends in financial time series, which is based on a theorem published in 1995 by P. Cartier and Y. Perrin, lead to a new understanding of option pricing and dynamic hedging. Intricate problems related to violent behaviors of the underlying, like the existence of jumps, become then quite straightforward by incorporating them into the trends. Several convincing computer experiments are reported
The purpose of this thesis is to study the option pricing and hedging in an illiquid market. In orde...
We consider the hedging of derivative securities when the price movement of the underlying asset can...
See http://hal.inria.fr/inria-00479824/en/ for a slightly more elaborate version
International audienceAn elementary arbitrage principle and the existence of trends in financial tim...
In the first chapter,which is a joint work with Mathieu Cambou and Philippe H.A. Charmoy, we study t...
International audienceDelta hedging, which plays a crucial rôle in modern financial engineering, is ...
Black-Scholes and Merton options pricing model (BSM) makes assumptions such as continuous price dyna...
In this thesis, we propose three new computational methods to price financial derivatives and constr...
Abstract After an overview of important developments of option pricing theory, this article describe...
International audienceWe consider a continuous-time model of financial market with proportional tran...
This paper derives an equilibrium formula for pricing European options and other contingent claims w...
A traditional model for financial asset prices is that of a solution of a stochastic differential eq...
This study contributes to understanding Valuation Adjustments (xVA) by focussing on the dynamic hedg...
Option pricing is an integral part of modern financial risk management. The well-known Black and Sch...
Cover title.Includes bibliographical references (p. 57-60).Partially supported by the MIT Laboratory...
The purpose of this thesis is to study the option pricing and hedging in an illiquid market. In orde...
We consider the hedging of derivative securities when the price movement of the underlying asset can...
See http://hal.inria.fr/inria-00479824/en/ for a slightly more elaborate version
International audienceAn elementary arbitrage principle and the existence of trends in financial tim...
In the first chapter,which is a joint work with Mathieu Cambou and Philippe H.A. Charmoy, we study t...
International audienceDelta hedging, which plays a crucial rôle in modern financial engineering, is ...
Black-Scholes and Merton options pricing model (BSM) makes assumptions such as continuous price dyna...
In this thesis, we propose three new computational methods to price financial derivatives and constr...
Abstract After an overview of important developments of option pricing theory, this article describe...
International audienceWe consider a continuous-time model of financial market with proportional tran...
This paper derives an equilibrium formula for pricing European options and other contingent claims w...
A traditional model for financial asset prices is that of a solution of a stochastic differential eq...
This study contributes to understanding Valuation Adjustments (xVA) by focussing on the dynamic hedg...
Option pricing is an integral part of modern financial risk management. The well-known Black and Sch...
Cover title.Includes bibliographical references (p. 57-60).Partially supported by the MIT Laboratory...
The purpose of this thesis is to study the option pricing and hedging in an illiquid market. In orde...
We consider the hedging of derivative securities when the price movement of the underlying asset can...
See http://hal.inria.fr/inria-00479824/en/ for a slightly more elaborate version