Rincón-Zapatero, Juan PabloMartínez, J.Martín-Herrán, G.2012-10-042012-10-041998Journal of Optimization Theory and Applications. Feb. 1998, vol. 96, nº 2, p. 377-3950022-3239https://hdl.handle.net/10016/5560The original publication is available at www.springerlink.comIn this paper, we present a method for computing Nash equilibria in feedback strategies. This method gives necessary and sufficient conditions to characterize subgame perfect equilibria by means of a system of quasilinear partial differential equations. This characterization allows one to know explicitly the solution of the game in some cases. In other cases, this approach makes a qualitative study easier. We apply this method to nonrenewable resource games.application/pdftext/plaineng© SpringerDifferential gamessubgame perfect Nash equilibria quasilinear partial differential equationscharacteristic systemsresearch articleEconomía10.1023/A:1022674215872open access3772395Journal of Optimization Theory and Applications96