Existence Solution for Fractional Mean-Field Backward Stochastic Differential Equation with Stochastic Linear Growth Coefficients

We deal with fractional mean field backwardWe deal with fractional mean field backward stochastic differential equations with hurst parameter H∈ (1/2,1) when the coefficient f satisfy a stochastic Lipschitz conditions, we prove the existence and uniqueness of solution and provide a comparison theorem. Via an approximation and comparison theorem, we show the existence of a minimal solution when the drift satisfies a stochastic growth condition.