On the Convergence of Slow-Fast Fractional McKean–Vlasov Stochastic Systems with Multivalued Operators
This article establishes a strong averaging principle for a class of slow-fast stochastic evolution systems that incorporate both McKean–Vlasov interactions and multivalued operators within a Hilbert-space variational framework. The slow variable υ evolves according to a Caputo fractional differential law of order ϱ∈(0...