RR-FiME-15-06 Céline Grislain-Letrémy and Bertrand Villeneuve Urbanization in areas prone to natural hazards is massive and will grow. Economic analysis offers several tools to contain this phenomenon: insurance pricing in ...
RR-FiME-15-06 Céline Grislain-Letrémy and Bertrand Villeneuve Urbanization in areas prone to natural hazards is massive and will grow. Economic analysis offers several tools to contain this phenomenon: insurance pricing in ...
RR-FiME-15-03 Ivar Ekeland and Maurice Queyranne In open pit mining, one must dig a pit, that is, excavate the upper layers of ground before reaching the ore. The walls of ...
RR-FiME-15-01 Corinne CHATON In this article, we focus on fuel poverty. More specifically, we analyse this phenomenon‟s dynamic by answering the following question: does France have a fuel poverty trap? ...
RR-FiME-14-06 René Aïd, Luciano Campi, Delphine Lautier Because of storability constraints, standard no-arbitrage arguments cannot be safely applied in markets of commodities such as energy. In this paper, we propose ...
RR-FiME-14-05 Delphine Lautier, Franck Raynaud and Michel A. Robe We apply the concepts of conditional entropy, information transfers and directed graphs to investigate empirically the propagation of price fluctuations across ...
RR-FiME-14-04 Delphine LAUTIER, Julien LING and Franck RAYNAUD We examine the impact of two financial crises on commodity derivative markets: the subprime crisis and the bankruptcy of Lehman Brothers. These ...
RR-FiME-14-03 Corinne CHATON, Elie LACROIX The numbers of households in fuel poverty is increasing. Indeed, more and more people are struggling to heat their homes and therefore more and more ...
RR-FiME-14-02 René Aid, Salvatore Federico, Huyên Pham, Bertrand Villeneuve We establish explicit socially optimal rules for an irreversible investment decision with time-to-build and uncertainty. Assuming a price sensitive demand function ...
RR-FiME-14-01 Adrien Nguyen Huu, Nadia Oudjane
RR-FiME-13-04 Plamen Turkedjiev Two discretizations of a novel class of Markovian backward stochastic differential equations (BSDEs) are studied. The first is the classical Euler scheme which approximates a projection of ...