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  1. 1
    Existence of positive solutions for an approximation of stationary mean-field games

    Existence of positive solutions for an approximation of stationary mean-field games von Almayouf, Nojood, Bachini, Elena, Chapouto, Andreia, Ferreira, Rita, Gomes, Diogo, Jordão, Daniela, Evangelista, David, Karagulyan, Avetik, Monasterio, Juan, Nurbekyan, Levon, Pagliar, Giorgia, Piccirilli, Marco, Pratapsi, Sagar, Prazeres, Mariana, Reis, João, Rodrigues, André, Romero, Orlando, Sargsyan, Maria, Seneci, Tommaso, Song, Chuliang, Terai, Kengo, Tomisaki, Ryota, Velasco-Perez, Hector, Voskanyan, Vardan, Yang, Xianjin

    Veröffentlicht in Involve (Berkeley, Calif.)

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  2. 2
    Existence of positive solutions for an approximation of stationary mean-field games

    Existence of positive solutions for an approximation of stationary mean-field games von Almayouf, Nojood, Bachini, Elena, Chapouto, Andreia, Ferreira, Rita, Gomes, Diogo, Jordão, Daniela, Evangelista, David, Karagulyan, Avetik, Monasterio, Juan, Nurbekyan, Levon, Pagliar, Giorgia, Piccirilli, Marco, Sagar Pratapsi, Prazeres, Mariana, Reis, João, Rodrigues, André, Romero, Orlando, Sargsyan, Maria, Seneci, Tommaso, Song, Chuliang, Terai, Kengo, Tomisaki, Ryota, Velasco-Perez, Hector, Voskanyan, Vardan, Yang, Xianjin

    Veröffentlicht in arXiv.org

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