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Convergence of multivalued game which become fairer with time and Mils

Fettah Akhiat, Mohamed El Harami, Fatima Ezzaki

Abstract


We prove new convergence results for multivalued game which become fairer with time (GFT) in the Mosco topology and the linear topology. Similar convergence results in Pettis integration are also investigated for mils and GFT.

Keywords


GFT, Mil, random sets, Pettis integral, Mosco convergence, linear topology.

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