Markov Perfect Nash Equilibria in a Class of Resource Games

Elevation dependency of the winter, summer and annual mean LSM at 30 cm depth (a), air, ground temperature and surface offset (ground minus air temperature) at 10 cm (b),

Cioffi, “A game- theoretic approach to power allocation in frequency-selective Gaussian interference channels,” in Proceedings of the IEEE International Symposium on Information

Here, the number of NE in the PA game has been proved to be either 1 or 3 depending on the exact channel realizations.. However, it has been also shown that with zero-probability, it

At the Nash equilibrium, the choices of the two coun- tries are interdependent: different productivity levels after switching lead the more productive country to hasten and the

Generation of mice carrying a mutation in the eIF3f gene allows to further define in vivo eIF3f roles in muscular homeostasis.. Values are mean ± SEM Significantly different at *

It is assumed that heterogenous players start with a less efficient extraction technology and have to decide: (i) whether to switch to a more efficient technology, and (ii) when,

Associated with each discretization is defined a bimatrix game the equilibria of which are computed via the algorithm of Audet, Hansen, Jaumard and Savard [1] (this algorithm

Ronan Saillard shows in [ Sai15 ] that it is possible to have an implementation of λΠ-calculus modulo theory with Higher-Order rewrite rules (restricted to the pattern fragment