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We introduce a theoretical framework for the analysis of competition between a traditional and a renewable generator in a spot electricity market where the electricity from renewable sources is always the first to be dispatched.
Under non-exponential discounting, we develop a dynamic theory for stopping problems in continuous time. Our framework covers discount functions that induce decreasing impatience. Due to the inherent time inconsistency, we look for equilibrium stopping policies, formulated as fixed points of an operator. Under appropriate conditions, fixed-point iterations converge to equilibrium stopping policies.
How could the burden of GHG emission reduction be shared among countries? The article address this arguably basic question by purely statistical methods that do not rely on any normative judgment about the criteria according to which it should be answered.
Interconnected systems are prone to propagation of disturbances, which can undermine their resilience to external perturbations. Propagation dynamics can clearly be affected by potential time delays in the underlying processes. We investigate how such delays influence the resilience of production networks facing disruption of supply.
This thesis' goal is to study the influence of New Classical economists on macroeconomics in the 1970s, by appealing to an historiographical framework which puts at the heart the role played by the stagflation, and by confronting the results of this work to the standard narrative.
Ce workshop s'adresse particulièrement aux chercheurs et chercheuses.
En présence de Véronica Salazar (IIE, Stockholm), Anna Papp (MIT), Ludovica Gazze (Warwick), Ondine Berland (LSE), Anouch Missirian (INRAE, TSE), Mathieu Parenti (INRAE, PSE), François Bareille (INRAE, PSAE) et Julien Wolfersberger (AgroParisTech, PSAE).
