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Time-consistent stopping under decreasing impatience

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.

National Carbon Reduction Commitments: Identifying the Most Consensual Burden Sharing

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.

Economic networks: Heterogeneity-induced vulnerability and loss of synchronization

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.

Thèse – Les macroéconomistes et la stagflation – Essais sur les transformations de la macroéconomie dans les années 1970

Cette thèse a pour objectif d'étudier l'influence des nouveaux classiques sur la macroéconomie dans les années 1970 en mobilisant un appareil historiographique qui met au coeur de l'étude le rôle joué par la stagflation, et de confronter les résultats de cette étude avec l'histoire conventionnelle de la macroéconomie.

Etat des lieux du reporting environnemental : les sociétés du CAC 40

Cet article vise à dresser un état des lieux du reporting environnemental des sociétés du CAC 40 au regard des recommandations de la Task Force on Climate-related Financial Disclosure (TCFD) du Financial Stability Board (FSB)

Testing Goodwin with a Stochastic Differential Approach – The United States (1948 – 2017)

The goal of this paper is to propose and test stochastic differential equations for Goodwin’s model and one of its extension by using an estimation technique based on simulated maximum likelihood developed by Durham and Gallant (2002)