Lenzi, E.K.; Malacarne, L.C.; Mendes, R.S.; Pedron, I.T. - In: Physica A: Statistical Mechanics and its Applications 319 (2003) C, pp. 245-252
We obtain new exact classes of solutions for the nonlinear fractional Fokker–Planck-like equation ∂tρ=∂x{D(x)∂μ−1xρν−F(x)ρ} by considering a diffusion coefficient D=D|x|−θ(θ∈R and D0) and a drift force F=−k1x+k̄γx|x|γ−1(k1,k̄γ,γ∈R). Connection with nonextensive...
