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Diffusion control 1 Game 1 Mean field limit 1 Oscillating Brownian motion 1 Primary: 91A15 1 Rank-based reward 1 secondary: 91A06 1
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Ankirchner, S. 1 Kazi-Tani, N. 1 Wendt, J. 1 Zhou, C. 1
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Mathematics and Financial Economics 1
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Mean-field ranking games with diffusion control
Ankirchner, S.; Kazi-Tani, N.; Wendt, J.; Zhou, C. - In: Mathematics and Financial Economics 18 (2024) 2, pp. 313-331
We consider a stochastic differential game, where each player continuously controls the diffusion intensity of her own state process. The players must all choose from the same diffusion rate interval [σ1,σ2], and have individual random time horizons that are independently drawn from the same...
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